Proceedings of the Detection and Classification of Acoustic Scenes and Events 2019 Workshop (DCASE2019)

Proceedings of the Detection and Classification of

Acoustic Scenes and Events 2019 Workshop

(DCASE2019)

Michael Mandel, Justin Salamon, and Daniel P. W. Ellis (eds.)

New York University, NY, USA

October 2019

This work is licensed under a Creative Commons Attribution 4.0 International License. To view a copy of this license, visit: http://creativecommons.org/licenses/by/4.0/

Citation:

Michael Mandel, Justin Salamon, and Daniel P. W. Ellis (eds.), Proceedings of the Detection and Clas-sification of Acoustic Scenes and Events 2019 Workshop (DCASE2019), New York University, NY, USA, Oct. 2019.

DOI:https://doi.org/10.33682/1syg-dy60 ISBN: 978-0-578-59596-2

Contents

Urban Noise Monitoring in the Stadtl¨

arm Project - A Field Report

J. Abeßer, M. G¨

otze, T. Clauß, D. Zapf, C. K¨

uhn, H. Lukashevich, S. K¨

uhnlenz & S.

Mimilakis

Urban Sound Tagging using Convolutional Neural Networks

S. Adapa

A Multi-room Reverberant Dataset for Sound Event Localization and

De-tection

S. Adavanne, A. Politis & T. Virtanen

Sound Event Classification and Detection with Weakly Labeled Data

S. Adavanne, H. Fayek & V. Tourbabin

Localization, Detection and Tracking of Multiple Moving Sound Sources

with a Convolutional Recurrent Neural Network

S. Adavanne, A. Politis & T. Virtanen

DCASE 2019 Task 2: Multitask Learning, Semi-supervised Learning and

Model Ensemble with Noisy Data for Audio Tagging

O. Akiyama & J. Sato

Polyphonic Sound Event Detection and Localization using a Two-Stage

Strategy

Y. Cao, Q. Kong, T. Iqbal, F. An, W. Wang & M. Plumbley

SONYC Urban Sound Tagging (SONYC-UST): A Multilabel Dataset from

an Urban Acoustic Sensor Network

M. Cartwright, A.E. Mendez Mendez, J. Cramer, V. Lostanlen, G. Dove, H. Wu, J.

Salamon, O. Nov & J.P. Bello

Non-Negative Matrix Factorization-Convolutional Neural Network

(NMF-CNN) for Sound Event Detection

T.K. Chan, C.S. Chin & Y. Li

Acoustic Scene Classification Based on a Large-margin Factorized CNN

J. Cho, S. Yun, H. Park, J. Eum & K. Hwang

Hierarchical Detection of Sound Events and their Localization Using

Con-volutional Neural Networks with Adaptive Thresholds

S. Chytas & G. Potamianos

GCC-PHAT Cross-Correlation Audio Features for Simultaneous Sound Event

Localization and Detection (SELD) on Multiple Rooms

H. Cordourier Maruri, P. L´

opez Meyer, J. Huang, J. del Hoyo Ontiveros & H. Lu

Language Modelling for Sound Event Detection with Teacher Forcing and

Scheduled Sampling

Convolutional Recurrent Neural Network and Data Augmentation for Audio

Tagging with Noisy Labels and Minimal Supervision

J. Ebbers & R. H¨

ab-Umbach

Audio Tagging with Noisy Labels and Minimal Supervision

E. Fonseca, M. Plakal, F. Font, D.P.W. Ellis & X. Serra

Robust Non-negative Block Sparse Coding for Acoustic Novelty Detection

R. Giri, A. Krishnaswamy & K. Helwani

Sound Source Localisation in Ambisonic Audio Using Peak Clustering

M. Green & D. Murphy

Sound Event Localization and Detection Using CRNN on Pairs of

Micro-phones

F. Grondin, I. Sobieraj, M. Plumbley & J. Glass

Multiple Neural Networks with Ensemble Method for Audio Tagging with

Noisy Labels and Minimal Supervision

K. He, Y. Shen & W. Zhang

Acoustic Scene Classification Using Deep Learning-based Ensemble

Averag-ing

J. Huang, H. Lu, P. L´

opez Meyer, H. Cordourier Maruri & J. del Hoyo Ontiveros

Neural Audio Captioning Based on Conditional Sequence-to-Sequence Model

S. Ikawa & K. Kashino

RU Multichannel Domestic Acoustic Scenes 2019: A Multichannel Dataset

Recorded by Distributed Microphones with Various Properties

K. Imoto & N. Ono

Shuffling and Mixing Data Augmentation for Environmental Sound

Classi-fication

T. Inoue, P. Vinayavekhin, S. Wang, D. Wood, A. Munawar, B. Ko, N. Greco & R.

Tachibana

Distilling the Knowledge of Specialist Deep Neural Networks in Acoustic

Scene Classification

J. Jung, H. Heo, H. Shim & H. Yu

Sound Source Detection, Localization and Classification using Consecutive

Ensemble of CRNN Models

S. Kapka & M. Lewandowski

Receptive-Field-Regularized CNN Variants for Acoustic Scene Classification

K. Koutini, H. Eghbal-zadeh & G. Widmer

SpecAugment for Sound Event Detection in Domestic Environments using

Ensemble of Convolutional Recurrent Neural Networks

W. Lim

Guided Learning Convolution System for DCASE 2019 Task 4

L. Lin, X. Wang, H. Liu & Y. Qian

Crowdsourcing a Dataset of Audio Captions

S. Lipping, K. Drossos & T. Virtanen

Long-distance Detection of Bioacoustic Events with Per-channel Energy

Normalization

V. Lostanlen, K. Palmer, E. Knight, C. Clark, H. Klinck, A. Farnsworth, T. Wong, J.

Cramer & J.P. Bello

Acoustic Scene Classification from Binaural Signals using Convolutional

Neural Networks

R. Mars, P. Pratik, S. Nagisetty & C. Lim

First Order Ambisonics Domain Spatial Augmentation for DNN-based

Di-rection of Arrival Estimation

L. Mazzon, Y. Koizumi, M. Yasuda & N. Harada

The Impact of Missing Labels and Overlapping Sound Events on Multi-label

Multi-instance Learning for Sound Event Classification

M. Meire, P. Karsmakers & L. Vuegen

Acoustic Scene Classification in DCASE 2019 Challenge: Closed and Open

Set Classification and Data Mismatch Setups

A. Mesaros, T. Heittola & T. Virtanen

OtoMechanic: Auditory Automobile Diagnostics via Query-by-Example

M. Morrison & B. Pardo

Onsets, Activity, and Events: A Multi-task Approach for Polyphonic Sound

Event Modelling

A. Pankajakshan, H. Bear & E. Benetos

TrellisNet-Based Architecture for Sound Event Localization and Detection

with Reassembly Learning

S. Park

Weakly Labeled Sound Event Detection using Tri-training and Adversarial

Learning

H. Park, S. Yun, J. Eum, J. Cho & K. Hwang

A Hybrid Parametric-Deep Learning Approach for Sound Event Localization

and Detection

A. Perez-Lopez, E. Fonseca & X. Serra

Classifying Non-speech Vocals: Deep vs Signal Processing Representations

F. Pishdadian, P. Seetharaman, B. Kim & B. Pardo

Sound Event Localization and Detection using CRNN Architecture with

Mixup for Model Generalization

Exploiting Parallel Audio Recordings to Enforce Device Invariance in

CNN-based Acoustic Scene Classification

P. Primus, H. Eghbal-zadeh, D. Eitelsebner, K. Koutini, A. Arzt & G. Widmer

MIMII Dataset: Sound Dataset for Malfunctioning Industrial Machine

In-vestigation and Inspection

H. Purohit, R. Tanabe, T. Ichige, T. Endo, Y. Nikaido, K. Suefusa & Y. Kawaguchi

Sound Event Detection and Direction of Arrival Estimation using Residual

Net and Recurrent Neural Networks

R. Ranjan, S. Jayabalan, T. Nguyen & W. Gan

Open-set Evolving Acoustic Scene Classification System

F. Saki, Y. Guo, C. Hung, L. Kim, M. Deshpande, S. Moon, E. Koh & E. Visser

HODGEPODGE: Sound Event Detection Based on Ensemble of Semi-Supervised

Learning Methods

Z. Shi, L. Liu, H. Lin, R. Liu & A. Shi

Deep Multi-view Features from Raw Audio for Acoustic Scene Classification

A. Singh, P. Rajan & A. Bhavsar

Audio Tagging using Linear Noise Modelling Layer

S. Singh, A. Pankajakshan & E. Benetos

Robustness of Adversarial Attacks in Sound Event Classification

V. Subramanian, E. Benetos & M. Sandler

Improvement of DOA Estimation by using Quaternion Output in Sound

Event Localization and Detection

Y. Sudo, K. Itoyama, K. Nishida & K. Nakadai

Hierarchical Sound Event Classification

E. Nichols, D. Tompkins & J. Fan

Sound Event Detection in Domestic Environments with Weakly Labeled

Data and Soundscape Synthesis

N. Turpault, R. Serizel, J. Salamon & A. Shah

Open-Set Acoustic Scene Classification with Deep Convolutional

Autoen-coders

K. Wilkinghoff & F. Kurth

MAVD: A Dataset for Sound Event Detection in Urban Environments

P. Zinemanas, P. Cancela & M. Rocamora

Preface

This volume gathers the papers presented at the Detection and Classification of Acoustic Scenes and Events 2019 Workshop (DCASE2019), New York University, NY, USA, during 25–26 October 2019.

The DCASE 2019 Workshop was the fourth workshop on Detection and Classification of Acoustic Scenes and Events, organized again in conjunction with the DCASE Challenge. The aim of the workshop was to bring together researchers from many different universities and companies with interest in the topic, and provide the opportunity for scientific exchange of ideas and opinions.

The DCASE 2019 Workshop was jointly organized by researchers at New York University, Brooklyn College, Cornell University, Adobe, and Google, Inc. The associated DCASE 2019 Challenge tasks were organized by researchers at Tampere University (Task 1: Acoustic scene classification, Task 3: Sound Event Localization and Detection); Universitat Pompeu Fabra and Google, Inc. (Task 2: Audio tagging with noisy labels and minimal supervision); University of Lorraine, Inria Nancy Grand-Est, Carnegie Mellon University, Johannes Kepler University, and Adobe (Task 4: Sound event detection in domestic environments); and New York University, Cornell University, and Adobe (Task 5: Urban Sound Tagging).

For this edition of the DCASE 2019 Workshop, 82 full papers were submitted, each reviewed by at least three members of our Technical Program Committee. From these, 54 papers were accepted, 14 for oral presentation and 40 for poster presentation.

The Organizing Committee was also pleased to invite leading experts for keynote addresses:

• Catherine Gustavino (McGill University, School of Information Studies)

• Jessie Barry (Cornell University, The Cornell Lab of Ornithology)

The success of the DCASE 2019 Workshop was the result of the hard work of many people whom we wish to warmly thank here, including all the authors and keynote speakers, as well as all the members of the Technical Program Committee, without whom this edition of the DCASE 2019 Workshop would not exist. We also wish to thank the organizers and participants of the DCASE Challenge tasks.

This edition of the workshop was supported by sponsorship from Adobe, Amazon Alexa, Audio Analytic, Bose, Cochlear.ai, Facebook, Google, IBM Research, Microsoft, Mitsubishi Electric, and Sound Intelligence. We wish to thank them warmly for their valuable support to this workshop and the expanding topic area.

Juan P. Bello Mark Cartwright Michael Mandel Justin Salamon Daniel P. W. Ellis Vincent Lostanlen

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

URBAN NOISE MONITORING IN THE STADTL ¨ARM PROJECT - A FIELD REPORT

Jakob Abeßer

, Marco G¨otze

, Tobias Clauß

, Dominik Zapf

Christian K¨uhn

, Hanna Lukashevich

, Stephanie K¨uhnlenz

, Stylianos Mimilakis

Fraunhofer Institute for Digital Media Technology (IDMT), Ilmenau, Germany

2

IMMS Institut f¨ur Mikroelektronik- und Mechatronik-Systeme

gemeinn¨utzige GmbH, Ilmenau, Germany

3

Software-Service John GmbH, Ilmenau, Germany

[email protected]

As noise pollution in urban environments is constantly rising, novel smart city applications are required for acoustic monitoring and mu-nicipal decision making. This paper summarizes the experiences made during the field test of the Stadtl¨arm system for distributed noise measurement in summer/fall of 2018 in Jena, Germany.

Index Terms— internet of things (IoT), smart city, acoustic scene classification, sensor network, noise level measurement

1. INTRODUCTION

Urban dwellers are often exposed to high levels of noise from a variety of sources such as road traffic, construction sites and public sport and music events. Ideally, the city administration needs to sys-tematically investigate any complaint. However, this task is hardly feasible due to the high personnel and cost involved.

As previously introduced in [1], the main goal of the Stadtl¨arm research project was to develop a distributed noise monitoring sys-tem, which supports city management by continuously measuring noise levels and sources. The developed system of 12 distributed sensors was subjected to a field test lasting several months after one and a half years of development. This paper presents a field re-port and discusses various experiences that have been made. We hope that this experience report will also be useful for other search projects in the field of IoT and Smart Cities. Related re-search projects propose similar solutions for noise monitoring in urban environments (see for instance [2, 3, 4]). Among others, the special focus during the Stadtl¨arm project was on checking legally prescribed noise limits.

The paper will be structured as follows. Section 2 briefly de-scribes the individual components of the Stadtl¨arm noise monitor-ing system. Then, Section 3 discusses practical hardware considera-tions such as the microphone selection, weather resistance, moisture protection, as well as the long-term operating status of the sensor devices. Different measurements towards on-site sound propaga-tion will be described in Secpropaga-tion 4. Finally we will illustrate how the set of acoustic classes was refined and the algorithm for acous-tic scene classification was improved during the project duration in Section 5. Commu-nication Algorithms Data Storage Visualization Commu-nication Administrative Tasks Central Server Application & Visualization

Hardware Sensor I/O Central Administration Component Signal Prepro-cessing Software Electronics Platform Housing Commu-nication Sensors

Acoustic Sensor Units MQTT Broker

Figure 1: Stadtl¨arm system overview. The block diagram illustrates the data measurement and processing on the acoustic sensor units, communication via an MQTT broker, as well as data storage and visualization [1].

2. SYSTEM OVERVIEW

The Stadtl¨arm noise monitoring system consists of multiple dis-tributed sensors, i. e., embedded systems that record and process au-dio data, and server-side services for further auau-dio processing, data storage and access, as well as user applications. The overall sys-tem’s backbone is a broker-based communications architecture. All communications among components and services utilize MQTT via a central broker, which also handles authentication and authoriza-tion. We used MQTT as the underlying communication protocol. Therefore, we defined a topics hierarchy and extended the publish/ subscribe paradigm by a convention enabling a request/response mechanism. The communications architecture is discussed in more detail in [5].

As shown in Figure 1, the system’s components can be parti-tioned into three main functional groups. The acoustic sensor units are embedded field devices for acoustic data acquisition (see Sec-tion 3). On the software side, the sensors run embedded Linux and a custom application (implemented in Go), which handles communi-cation (data, metadata, and management aspects). This applicommuni-cation is also responsible for integration with the actual audio retrieval and processing software (implemented in Python). This software per-forms level measurements according to requirements of the German

https://doi.org/10.33682/s9w3-5341

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

TA L¨arm regulations (see Section 4) as well as acoustic scene clas-sification based on deep neural networks (see Section 5). By only transmitting the noise level and classification analysis results, pri-vacy by design is implemented (as no speech recognition / surveil-lance is possible) and the amount of data for mobile communica-tions is reduced.

The Stadtl¨arm audio service runs on a central server. After re-ceiving measurement data from the acoustic sensor units, the ser-vice complements their data processing by computing long-term noise level parameters as defined in the German TA L¨arm reg-ulations. Data is stored and made available by request through an MQTT API. The Stadtl¨arm web application runs on a separate server and offers a web frontend to the data accumulated by the sys-tem tailored for administrative employees in departments concerned with urban noise. As such, it represents sensors on a city map, indi-cating status and current noise levels per location. On a per-sensor basis, historical level and classification data can be viewed, and re-ports can be created based on this.

Central to the system, an MQTT broker (Mosquitto) runs on another server and acts as a communications hub with central au-thentication/authorization. The broker is complemented by a central administration component serving as a registry of acoustic sensor units, a monitor of the overall system’s status and load, and provid-ing facilities to manage the sensors.

3. SENSOR HARDWARE

The acoustic sensor units are custom embedded devices developed in the course of the project. Each unit consists of a computation platform (Raspberry Pi 3 Compute Module Lite) and a microphone integrated on a custom PCB that also addresses aspects of robust-ness (robust power supply, hardware watchdog, etc.) and commu-nications (M.2 slot for a wireless modem). The required computing power was estimated based on an initial implementation of the audio processing software (implemented in Python and utilizing thekeras deep learning framework). Thanks to further optimizations made during the algorithmic development in the course of the project, the final CPU load is about 50% (across its 4 cores, i.e., equiva-lent to 200% load on a single core) and thus more than adequate, with ample reserves for communications and management as well as potential future adaptations.

For communications, both mobile wireless communications and utilizing public WiFi networks were considered. Each sensor unit is outfitted with a wireless modem and a SIM card. The total data volume used per month and unit is less than 1 GB (even includ-ing a remote firmware update or two), with the net amount of audio data being communicated by a single sensor being about 9 MB per day. As the sensors were meant to be mounted on lighting posts, assuming a permanent mains supply was an unrealistic assumption. The devices were therefore fitted with an additional power man-agement PCB and a rechargeable battery (150 Wh), which enable off-grid operation with a periodic recharge (of at least 5 hours per day, typically overnight). Both computations and always-on mobile communications (with data being sent in near-real-time) result in a continuous power consumption of about 4 W. For this, the battery’s capacity is ample; the situation is further relaxed by the fact that, in the field trial, lighting posts are powered for significantly more than 5 hours in the annual average, topping 16 hours in winter.

The sensor systems are fitted in weatherproof housings (for cost reasons, off-the-shelf) meant to be mounted on lighting posts of varying heights and diameters, at heights of 3 m or more. For this,

Figure 2: A Stadtl¨arm sensor equipped with the optional weather station components.

the housings were fitted with steel strap clamps, which are flexible with respect to a post’s diameter. The housing’s external dimensions are 25 x 35 x 15 cm3_{, so it is large enough to fit all the components} and even leaves some room for optional equipment. It features a lockable hinged door, enabling easy but restricted access to its in-terior, necessary for wiring the device up to mains power during installation. For the pilot trial, the devices were otherwise assem-bled and configured manually prior to their being rolled out.

Another challenge was the integration of the microphone. Industry-grade microphones in outdoor-capable housings cost eas-ily as much as the rest of the sensor system, which is why the goal with respect to the microphone was to use low-cost hardware in conjunction with state-of-the-art processing to nevertheless deliver high-quality audio recognition results. To this end, a MEMS mi-crophone (ICS 43434, with an I2_{S interface) was selected based} on an systematic measurement and comparison of various micro-phone models. The easiest way of integrating that with the housing was to place the microphone directly behind a 4 mm drill hole at the bottom. Frequency response measurements and field recordings confirmed this to be adequate for the purpose of noise measurement and acoustic scene classification. However, in the course of the pilot trial, wind noise manifested itself as an issue of underestimated im-pact, requiring to make adaptions to the underlying acoustic scene classification model (see Section 5).

As weather may have profound effects on audio propagation and reception, a subset of sensor units in the pilot trial were ex-tended by an inexpensive weather station measuring wind speed and direction as well as temperature and ambient humidity (Fig. 2). In-ternally, these additional components are connected via USB, prov-ing the extensibility of the hardware platform. The weather data (measured by 3 devices placed in representative locations during the field test) correlate closely with weather data available from public providers, with plausible local deviations nevertheless being evi-dent.

4. NOISE LEVEL MEASUREMENT 4.1. Sound Propagation in the Target Area

We performed an experiment to investigate the sound propagation in the target area of the field test. Therefore, given different configura-tions of source-to-sensor distances, we measured the drop in sound level. As a rule of thumb, we expect the sound level to drop by 6dB for a doubling of the distance. The test setup included an

om-Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

Figure 3: Examples of two-second long spectrogram patches for the classes car, conversation, music, roadworks, siren, train, tram, truck, and wind (from top left to right bottom), which are processed by the neural network.

nidirectional loudspeaker (GlobeSource Radiator by Outline) with a mobile power supply unit, which was powered by a truck battery. The measurement device was a NTi Audio XL2 with a calibrated Earthworks M30 as microphone. The Earthworks microphone was phantom-powered by the internal batteries of the NTi XL2 audio. We initially set up the SPL at a distance of 1 meter to 90 dB and for the second play-through to 100 dB.

As test signals, we used a simple sinusoidal signal with fre-quency of 1 kHz as well as a pink noise signal. A third test signal was a compilation of audio recordings covering different acoustic scenes. We repeated the test procedure at six different locations within the target area. From the results, we found that the measured SPL levels were slightly higher than expected. Possible reasons could be the rustling of the leaves or the wind, sound reflections by trees and buildings, as well as noises caused by pedestrians and cyclists nearby.

4.2. Case Study: Noise Pollution caused by Soccer Games

Residents from the nearby residential areas around the target area often complain about noise from soccer games, which happen typ-ically on the weekends. As a show case, we analyzed the loud-ness curves, which have a temporal resolution of 0.125 s, recorded at the sound emission location i. e., the soccer stadium as well as a higher residential area around 600 m away. By computing the cross-correlation between overlapping 30 second long segments of the loudness curve, we derive the local maximum cross-correlation. Based on an additional test-recording nearby the second sensor, we were able to associate peaks in the cross-correlation curve with typ-ical acoustic events during a soccer game such as drumming, fan cheering, and announcements from the stadium speaker. This pro-vides clear evidence that noise from the soccer game is audible even in surrounding residential areas.

5. ACOUSTIC SCENE AND EVENT CLASSIFICATION 5.1. Acoustic Classes

In the final project stage, the initial number of acoustic scene classes (as presented in [1]) was reduced from 18 to 9 by focusing on the most relevant noise sources in the target area. In order to im-prove the applicability of the Stadtl¨arm system for traffic

moni-toring applications, the “truck” class was added to distinguish be-tween the four most relevant vehicle types in the target site—cars, trains, trams, and trucks. During test recordings, we found that wind noises often overshadow other present noise sources, hence we added “wind” as an additional sound class. The intuition was to get a better sense of the classification confidence of other rec-ognized sound sources. The initial sound classes “busking”, “mu-sic event”, and “open-air” were merged to a unified class “mu“mu-sic”, which includes all music-related events. For the class “siren”, we improved the training data by adding recordings of local police cars, fire trucks, and ambulances. At the same time, we discarded the sound event classes “applause, “chants”, “horn”, and “shouting” as well as the (more ambiguous) sound scenes “public place” and “sports events” for now.

5.2. Acoustic Scene Classification

The classification model, which processes the recorded audio stream on the sensor units, was improved following the convolu-tional neural network (CNN) architecture proposed in [6]. The net-work is based on the VGG model paradigm that includes pairs of convolutional layers with small filter size and no intermediate pool-ing operation. In the applied architecture, four such layer pairs are concatenated with increasing number of filters (32, 64, 128, 256). After each layer pair, we apply a (3,3) max pooling in order to grad-ually decrease the spatial resolution and to encourage learning more abstract spectrogram patterns in higher layers. In order to improve the model’s generalization towards unseen input data, we apply batch normalization between the convolutional layers, global av-erage pooling between the convolutional and dense layers, dropout (0.25) between the final dense layers, as well as L2 regularization (0.01) on the penultimate dense layer.

Given the project-specific set of acoustic classes discussed in the previous section, we assembled training data from various pub-lically available datasets such as the Urban Sound dataset1, the TUT acoustic scenes 2016 dataset2_{, as well as the freefield1010 dataset}3_.

5.3. Results & Observations

Figure 3 shows examples of two-second long spectrogram patches for all 9 classes as they are processed by the neural network. These plot give a better intuition of the difficulty of the classification task. The classes “conversation”, “music”, “roadworks”, and “siren” show distinctive patterns of either harmonic components (horizon-tal lines) or percussive components (vertical lines). For the vehicle-related classes “car”, “train”, “tram”, and “truck”, the sounds are more complex and noisy. The choice of an analysis window of two seconds (and a processing hop-size of one second) allows for a pseudo real-time processing of the recorded audio streams at the sensor units. However, such short analysis windows cannot capture slowly changing sounds such as passing vehicles. The noisy nature of wind also becomes apparent from the plot.

Figure 4 shows the receiver operation characteristic (ROC) curves as well as the precision-recall curves, which we obtained in a classification experiment on a separate test set, which was not used in the model training process. For each class, we obtained an

1_{https://urbansounddataset.weebly.com/} urbansound.html 2_{https://zenodo.org/record/45739} 3_{https://c4dm.eecs.qmul.ac.uk/rdr/handle/} 123456789/35 3

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

Figure 4: Receiver operation curves (ROC) and precision-recall curves for all 10 sound classes. Area-under-the-curve (AUC), optimal class-wise decision thresholds and best f-measure values are given in brackets.

optimal decision treshold on the sigmoid output values from the fi-nal network layer by maximizing the f-score. While all classes get a high AUC (area-under-the-curve) value, the precision-recall curves provide a better insight into the classifier performance.

When analyzing test recordings, which were made on the target site with the sensor, we observed a constant level of noise, either from environmental factors such as wind and rain or from the sen-sor hardware itself. Future steps for improving the model could be a stronger focus on data augmentation, where the high-quality au-dio recordings in the training data sets will be mixed with on-site background noise recordings to make the model more robust. Also we plan to test recently proposed methods for domain adaptation to achieve more robust classification results in different test environ-ments.

6. WEB APPLICATION

We used the field test to evaluate the practical suitability of the web application. Based on continuous communication with the local city administration, we received regular feedback and optimized the main functionalities of the web application. This mainly concerned the identification of the prominent noise sources as well as the over-all documentation of the noise level measurements. By providing the estimated noise source class probabilities from the model, non-expert users can better interpret the confidence of the acoustic scene classifier.

7. ACKNOWLEDGMENTS

The Stadtl¨arm project is funded by the German Federal Min-istry for Economic Affairs and Energy (BMWi, ZF4248201LF6,

ZF4248301LF6, ZF4072003LF6, ZF4085703LF6).

8. REFERENCES

[1] J. Abeßer, M. G¨otze, S. K¨uhnlenz, R. Gr¨afe, C. K¨uhn, T. Clauß, and H. Lukashevich, “A distributed sensor network for mon-itoring noise level and noise sources in urban environments,” in Proceedings of the 6th IEEE International Conference on Future Internet of Things and Cloud (FiCloud), 2018, pp. 318– 324.

[2] J. P. Bello, C. Mydlarz, and J. Salamon, “Sound analysis in smart cities,” inComputational Analysis of Sound Scenes and Events, T. Virtanen, M. D. Plumbley, and D. P. W. Ellis, Eds. Springer International Publishing, 2018, pp. 373–397. [3] A. J. Fairbrass, M. Firman, C. Williams, G. J. Brostow,

H. Titheridge, and K. E. Jones, “Citynet—deep learning tools for urban ecoacoustic assessment,” Methods in Ecology and Evolution, pp. 1–12, 2018.

[4] P. Maijala, Z. Shuyang, T. Heittola, and T. Virtanen, “Environ-mental noise monitoring using source classification in sensors,” Applied Acoustics, vol. 129, pp. 258 – 267, 2018.

[5] M. G¨otze, R. Peukert, T. Hutschenreuther, and H. T¨opfer, “An open platform for distributed noise monitoring,” in Proceed-ings of the 25th_{Telecommunications Forum (TELFOR) 2017,} Belgrade, Serbia, 2017, pp. 1–4.

[6] Y. Sakashita and M. Aono, “Acoustic scene classification by ensemble of spectrograms based in adaptive temporal division,” inDetection and Classification of Acoustic Scenes and Events Challenge (DCASE), 2018.

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

URBAN SOUND TAGGING USING CONVOLUTIONAL NEURAL NETWORKS

Sainath Adapa

FindHotel

Amsterdam, Netherlands

[email protected]

ABSTRACT

In this paper, we propose a framework for environmental sound classification in a low-data context (less than 100 labeled examples per class). We show that using pre-trained image classification mod-els along with the usage of data augmentation techniques results in higher performance over alternative approaches. We applied this system to the task of Urban Sound Tagging, part of the DCASE 2019. The objective was to label different sources of noise from raw audio data. A modified form of MobileNetV2, a convolutional neural network (CNN) model was trained to classify both coarse and fine tags jointly. The proposed model uses log-scaled Mel-spectrogram as the representation format for the audio data. Mixup, Random erasing, scaling, and shifting are used as data augmenta-tion techniques. A second model that uses scaled labels was built to account for human errors in the annotations. The proposed model achieved the first rank on the leaderboard with Micro-AUPRC val-ues of 0.751 and 0.860 on fine and coarse tags, respectively.

Index Terms— DCASE, machine listening, audio tagging, convolutional neural networks

1. INTRODUCTION

The IEEE AASP challenge on Detection and Classification of Acoustic Scenes and Events (DCASE)1_{, now in its fifth edition,} is a recurring set of challenges aimed at developing computational scene and event analysis methods. In Task 5, Urban Sound Tagging, the objective is to predict the presence or absence of 23 different tags in audio recordings. Each of these tags represents a source of noise and thus a cause of noise complaints in New York City. Solu-tions for this task, such as the one proposed in this paper, will help inspire the development of solutions for monitoring, analysis, and mitigation of urban noise.

2. RELATED WORK

The current task of Urban Sound Tagging is part of the broader research area of Environmental Sound Classification [1]. Con-volutional neural networks (CNNs) that use Log-scaled Mel-spectrogram as the feature representation have been proven to be useful for this use case [2, 3], and have also achieved leading per-formance in recent DCASE tasks [4, 5, 6]. Extensions to the CNN framework, in the form of Convolutional Recurrent Neural Net-works (CRNNs) have been proposed [7]. Transformation of the raw audio waveform into the Mel-spectrogram representation is a ”lossy” operation [8]. As such, there has been ongoing research

1_{http://dcase.community/}

into evaluating alternatives such as using Scattering transform [9], Gammatone filter bank [7] representations, as well as directly em-ploying one-dimensional CNN on the raw audio signal [10]. Op-erating in the context of noisy labels [11] or in a low-data regime [12] (both of which are properties of the present task) are two other active research areas in this domain. One particular approach for dealing with small labeled datasets is the usage of pre-trained mod-els to generate embeddings that can be used for downstream audio classification tasks. VGGish[13], SoundNet[14], and L3_-Net[15] are examples of such models.

3. DATASET

For this challenge, SONYC [16] has provided 2351 recordings as part of thetrain set, and 443 recordings as a part of thevalidate set. All the recordings, acquired from different acoustic sensors in New York City, are Mono channel, sampled at 44.1kHz, and are ten seconds in length. The privateevaluation setconsisted of 274 recordings. Labels for these recordings were revealed only at the end of the challenge. A single recording might contain multiple noise sources. Hence, this is a task of multi-label classification.

The 23 noise tags, termedfine-grained tags, are further grouped into a list of 7 coarse-grained tags. This hierarchical relation-ship is illustrated in Figure 1. Each recording was annotated by three Zooniverse2_{volunteers. Additional annotations, specifically} forvalidate set, were performed by the SONYC team members and ground truth is then agreed upon by the SONYC team. Since thefine-grained tagsare not always easily distinguishable, anno-tators were given the choice of assigning seven tags of the form ”other/unknown” for such cases. Each of these seven tags termed ”incomplete tags,” correspond to a different coarse category.

4. PROPOSED FRAMEWORK 4.1. CNN Architecture

In this work, we use a modified form of MobileNetV2 [18]. The architecture of MobileNetV2 contains a 2D convolution layer at the beginning, followed by 19Bottleneck residual blocks(described in Table 1). Spatial average of the output from the final residual block is computed and used for classification via a Linear layer.

The proposed model makes few modifications to the above-described architecture. The input Log Mel-spectrogram data is sent to the MobileNetV2 after passing it through two convolution lay-ers. This process transforms the single-channel input into a three-channel tensor to match the input size of original MobileNetV2 ar-chitecture. Instead of the spatial average, Max pooling is applied

2_{https://www.zooniverse.org/}

https://doi.org/10.33682/8axe-9243

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

Figure 1: Hierarchical taxonomy of tags. Rectangular and round boxes respectively denote coarse and fine tags respectively. [17]

Input Operator Output

h×w×k 1x1 , h×w×(tk) h_×w_×tk 3x3 s=s, h s × w s ×(tk) h s × w s ×tk linear 1x1 h s × w s ×k0

Table 1:Bottleneck residual blocktransforming fromktok0

chan-nels, with strides, and expansion factort.

to the output from the final residual block. Additionally, the sin-gle linear layer at the end is replaced by two linear layers. The full architecture is described in Table 2.

4.2. Initialization with Pre-trained weights

In many fields, including in the acoustic area, CNNs exhibit bet-ter performance with an increase in the number of layers [19, 20]. However, it has been observed that deeper neural networks are harder to train and prone to overfitting, especially in the context of limited data [21].

Many of thefine-grained tagshave less than 100 training exam-ples with positive annotations, thus placing the current task into a low-data regimecontext [12]. Since the proposed architecture has a large (24) number of layers, we initialized all the unmodified layers of the network with weights from the MobileNetV2 model trained on ImageNet [22, 23]. Kaiming initialization [24] is used for the remaining layers. Since the domain of audio classification is dif-ferent from image classification, we do not employ a Fine-tuning approach [25] here. All the layers are jointly trained from the

be-Operator t c n s conv2d - 10 1 1 conv2d - 3 1 1 conv2d - 32 1 2 bottleneck 1 16 1 1 bottleneck 6 24 2 2 bottleneck 6 32 3 2 bottleneck 6 64 4 2 bottleneck 6 96 3 1 bottleneck 6 160 3 2 bottleneck 6 320 1 1 conv2d 1x1 - 1280 1 1 maxpool - 1280 1 -linear - 512 1 -linear - k 1

-Table 2: Each line describes a sequence of 1 or more identical (mod-ulo stride) layers, repeatedntimes. All layers in the same sequence have the same numbercof output channels. The first layer of each sequence has a stridesand all others use stride1. All spatial

con-volutions use3_×3kernels (except for the first two which use1_×1 kernels). The expansion factortis always applied to the input size

as described in Table 1. Modifications to the MobileNetV2 archi-tecture are highlighted in bold.

ImageNet pre-trained

weights

Kaimin initialization train setloss 0.1401±0.0017 0.1493±0.0019 validate setloss 0.1200±0.0008 0.1266±0.0022 Table 3: Final Binary Cross-entropy loss values at the end of train-ing. 5 repetitions of training runs from scratch were performed.

ginning. When all the layers with ImageNet weights were frozen at that parameters, the model performed worse than the baseline model (Section 6) showing the need for joint training of the whole network.

The rationale behind the use of ImageNet weights is that the kind of filters that the ImageNet based model has learned are appli-cable in the current scenario of Spectrograms as well. Especially the filters in the initial layers that detect general patterns like edges and textures[26] are easily transferable to the present case. With the de-scribed initialization, we noticed faster and better convergence (il-lustrated in Figure 2 and Table 3) when compared to initializing all the layers with Kaimin initialization. Similar gains were observed previously in the context of Acoustic Bird Detection [3].

Other pre-trained models such as ResNeXt[27], and EfficientNet[28] were also tested. The observed metrics were at the same level as the MobileNetV2 architecture. Since the performance is similar, MobileNetV2 was chosen as it has the least number of parameters among the models tried.

4.3. Preprocessing and Data augmentation

The proposed model uses Log Mel-spectrogram as the representa-tion format for the input data. Librosa [29] toolbox was used to compute the Mel-spectrogram. For the Short-time Fourier trans-form (STFT),window lengthof 2560 andhop lengthof 694 was

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA 10 20 30 40 50 60 70 Epoch 0.12 0.14 0.16 0.18 0.20 V alidate set loss ImageNet Kaimin

Figure 2: Trajectory ofvalidate set loss during training, demon-strating that using pre-trained ImageNet weights results in faster convergence.

Fine-level

Micro-AUPRC Coarse-levelMicro-AUPRC No data augmentation 0.716 0.819

Only Mixup 0.745 0.840

Only Random erasing 0.732 0.820 Only Random rotate 0.728 0.832 Only Shifting time 0.719 0.822 Only Grid distortion 0.753 0.842 Pitch shifting and

Time stretching 0.732 0.834 All the techniques 0.772 0.855

Table 4: Performance on thevalidate set, demonstrating the gains due to data augmentation

used. For the Mel-frequency bins computation, the lowest and the highest frequencies were set at 20Hz and 22050Hz, respectively, with the number of bins being 128.3 _{No re-sampling or additional} preprocessing steps were performed.

Several data augmentation techniques were used to supplement the training data. Deformations such as Time stretching and Pitch shifting that were previously shown to help in sound classification were employed [2]. Also, image augmentation methods such as Random rotate, Grid distortion [30], and Random erasing [31] were used. Mixup [32], an approach that linearly mixes two random training examples was used as well. Table 4 shows the impact of Data augmentations, when each of the methods were applied sepa-rately.

4.4. Re-labeling

For thevalidate set, we have access to both the ground truth and the three sets of annotations by Zooniverse volunteers. When the ground truth of a label is positive, 36% of annotations (by Zooni-verse volunteers) do not match with the ground truth. If the quality of the labels can be improved, it is quite possible that the accuracy of the model can be increased as well. Hence, a logistic regression

3_{https://www.kaggle.com/daisukelab/fat2019 prep mels1}

Coarse

label labelFine

Positive annotations count Predicted score music uncertain 1 0.10 music uncertain 3 0.98 music stationary 2 0.88

powered saw chainsaw 3 0.98

machinery impact - 0 0.05

Table 5: Predictions for few cases from the automatic re-labeling model

model that takes the annotations as input and estimates the ground truth label was developed. This model was trained on thevalidate set, and then the ground truth estimate for thetrain setwas gener-ated. Table 5 shows a sample of predictions from the model.

5. MODEL TRAINING 5.1. Evaluation metric

Area under the precision-recall curve using the micro-averaged pre-cision and recall values (Micro-AUPRC) is used as the classifica-tion metric for this task. Micro-F1 and Macro-AUPRC values are reported as secondary metrics. Detailed information about the eval-uation process is available on the task website [17].

5.2. Training

Two models were trained for this challenge:

M1: The first model generates probabilities for both the fine and coarse labels. During training, whenever the annotation is ”un-known/other”, loss for the fine tags corresponding to this coarse tag was masked out. Hence, this model does not generate predictions foruncertainfine labels. Since there are three sets of annotations for each training example, one by each Zooniverse volunteer, the loss is computed against each annotation set separately. Average of the three loss values is taken as the final loss value for a training example.

M2: For the second model, predictions from the re-labeling model described in Section 4.4 are used as labels. This model gen-erates probabilities for both the fine and coarse labels, including the uncertainfine labels.

Both the models use identical input data representation and em-ploy the same data augmentation techniques (mentioned in Section 4.3). They also use Binary Cross-entropy loss as the optimization metric. The models are trained on thetrain setusing thevalidate setto determine the stopping point.

Training was done on PyTorch [33]. AMSGrad variant of the Adam algorithm [34, 35] with a learning rate of 1e-3 was utilized for optimization. Whenever the loss onvalidateset stopped improving for fiveepochs, the learning rate was reduced by a factor of 10. Regularization in the form of Early stopping was used to prevent overfitting [36]. At the time of prediction, test-time augmentation (TTA) in the form of Time shifting was used.

6. RESULTS

The baseline system mentioned on the task page [17] computes VG-Gish embeddings [13] of the audio files and builds a multi-label

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

FINE-LEVEL COARSE-LEVEL

PREDICTION PREDICTION

Macro

AUPRC MicroF1 MicroAUPRC MacroAUPRC MicroF1 MicroAUPRC

Baseline 0.531 0.450 0.619 0.619 0.664 0.742

M1 0.645 0.484 0.751 0.718 0.631 0.860

M2 0.622 0.575 0.721 0.723 0.745 0.847

Table 6: Performance on the privateevaluation set

COARSE-LEVEL FINE-LEVEL

PREDICTION PREDICTION Baseline M1 M2 Baseline M1 M2 Engine 0.832 0.888 0.878 0.638 0.665 0.673 Machinery impact 0.454 0.627 0.578 0.539 0.718 0.604 Non-machinery impact 0.170 0.361 0.344 0.182 0.362 0.374 Powered saw 0.709 0.684 0.643 0.478 0.486 0.378 Alert signal 0.727 0.897 0.875 0.543 0.858 0.832 Music 0.246 0.404 0.586 0.168 0.289 0.351 Human voice 0.886 0.947 0.949 0.777 0.841 0.833 Dog 0.929 0.937 0.931 0.922 0.936 0.931

Table 7: Class-wise AUPRC on the privateevaluation set

logistic regression model on top of the embeddings. For this base-line system, a label for an audio recording is considered positive if at least one annotator has labeled the audio clip with that tag. Table 6 shows the performance of the baseline system compared against the proposed models on the private evaluation set. The proposed models4_{exhibit improved Micro-AUPRC values for both} fine-grainedandcoarse-grainedlabels when compared against the baseline model. Moreover, it can be observed that re-labeling didn’t prove effective; it helped improve the Micro-F1 score significantly, but it didn’t help raise Micro-AUPRC or Macro-AUPRC.

Class-wise AUPRC performance is reported in Table 7. The modified MobileNetV2 architecture improves over the Baseline model performance for all classes (except one) at both coarse and fine-level prediction. In the case of coarse-level prediction, the AUPRC performance for ”Powered saw” is lesser than that of Base-line.

7. CONCLUSIONS AND FUTURE DIRECTIONS

In this paper, we presented our solution to Task 5 (Urban Sound Tagging) of the DCASE 2019 challenge. Our approach involved us-ing a pre-trained image classification model and modifyus-ing it for au-dio classification. We also employed data augmentation techniques to help with the training process. This resulted in our model achiev-ing Micro-AUPRC values of 0.751 and 0.860 on Fine and Coarse tags, respectively thus obtaining the first rank on the leaderboard. We thus demonstrated that impressive gains could be made when compared to using audio embeddings, even in a low-resource sce-nario such as the one presented here.

As noted in [37], AUPRC only partially correlates with cross-entropy, i.e., decrease in Binary cross-entropy loss may not always result in increase in AUPRC. Exploring loss functions that are more related to AUPRC metric is an avenue for improvement. Depending

4_{https://github.com/sainathadapa/urban-sound-tagging}

on the type of class to be predicted, different input representations (such as STFT, HPSS, Log-Mel) might be better [38]. Thus, an ensemble model that uses these different representations can sur-pass the one proposed in this paper. This ensemble can also involve models that use VGGish or L3_{-Net embeddings.}

8. REFERENCES

[1] O. Houix, G. Lemaitre, N. Misdariis, P. Susini, and I. Urdapil-leta, “A lexical analysis of environmental sound categories.” Journal of Experimental Psychology: Applied, vol. 18, no. 1, p. 52, 2012.

[2] J. Salamon and J. P. Bello, “Deep convolutional neural net-works and data augmentation for environmental sound classi-fication,”IEEE Signal Processing Letters, vol. 24, no. 3, pp. 279–283, 2017.

[3] M. Lasseck, “Acoustic bird detection with deep convolu-tional neural networks,” inProceedings of the Detection and Classification of Acoustic Scenes and Events 2018 Workshop (DCASE2018), November 2018, pp. 143–147.

[4] I.-Y. Jeong and H. Lim, “Audio tagging system using densely connected convolutional networks,” inProceedings of the De-tection and Classification of Acoustic Scenes and Events 2018 Workshop (DCASE2018), November 2018, pp. 197–201. [5] O. Akiyama and J. Sato, “Multitask learning and

semi-supervised learning with noisy data for audio tagging,” DCASE2019 Challenge, Tech. Rep., June 2019.

[6] H. Chen, Z. Liu, Z. Liu, P. Zhang, and Y. Yan, “Integrating the data augmentation scheme with various classifiers for acoustic scene modeling,” DCASE2019 Challenge, Tech. Rep., June 2019.

[7] Z. Zhang, S. Xu, T. Qiao, S. Zhang, and S. Cao, “Attention based convolutional recurrent neural network for environmen-tal sound classification,” arXiv preprint arXiv:1907.02230, 2019.

[8] L. Wyse, “Audio spectrogram representations for process-ing with convolutional neural networks,” arXiv preprint arXiv:1706.09559, 2017.

[9] J. Salamon and J. P. Bello, “Feature learning with deep scatter-ing for urban sound analysis,” in2015 23rd European Signal Processing Conference (EUSIPCO). IEEE, 2015, pp. 724– 728.

[10] S. Abdoli, P. Cardinal, and A. L. Koerich, “End-to-end envi-ronmental sound classification using a 1d convolutional neural network,”Expert Systems with Applications, 2019.

[11] E. Fonseca, M. Plakal, D. P. Ellis, F. Font, X. Favory, and X. Serra, “Learning sound event classifiers from web au-dio with noisy labels,” inICASSP 2019-2019 IEEE Interna-tional Conference on Acoustics, Speech and Signal Processing (ICASSP). IEEE, 2019, pp. 21–25.

[12] J. Pons, J. Serr`a, and X. Serra, “Training neural audio classi-fiers with few data,”ArXiv, vol. 1810.10274, 2018.

[13] S. Hershey, S. Chaudhuri, D. P. Ellis, J. F. Gemmeke, A. Jansen, R. C. Moore, M. Plakal, D. Platt, R. A. Saurous, B. Seybold, et al., “Cnn architectures for large-scale au-dio classification,” in2017 ieee international conference on acoustics, speech and signal processing (icassp). IEEE, 2017, pp. 131–135.

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

[14] Y. Aytar, C. Vondrick, and A. Torralba, “Soundnet: Learning sound representations from unlabeled video,” inAdvances in neural information processing systems, 2016, pp. 892–900. [15] J. Cramer, H.-H. Wu, J. Salamon, and J. P. Bello, “Look,

listen, and learn more: Design choices for deep audio em-beddings,” inICASSP 2019-2019 IEEE International Confer-ence on Acoustics, Speech and Signal Processing (ICASSP). IEEE, 2019, pp. 3852–3856.

[16] J. P. Bello, C. Silva, O. Nov, R. L. Dubois, A. Arora, J. Sala-mon, C. Mydlarz, and H. Doraiswamy, “Sonyc: A system for monitoring, analyzing, and mitigating urban noise pollution,” Communications of the ACM, vol. 62, no. 2, pp. 68–77, Feb 2019.

[17] http://dcase.community/challenge2019/ task-urban-sound-tagging.

[18] M. Sandler, A. Howard, M. Zhu, A. Zhmoginov, and L.-C. Chen, “Mobilenetv2: Inverted residuals and linear bottle-necks,” inProceedings of the IEEE Conference on Computer Vision and Pattern Recognition, 2018, pp. 4510–4520. [19] D. Eigen, J. Rolfe, R. Fergus, and Y. LeCun, “Understanding

deep architectures using a recursive convolutional network,” arXiv preprint arXiv:1312.1847, 2013.

[20] F. Seide, G. Li, and D. Yu, “Conversational speech tran-scription using context-dependent deep neural networks,” in Twelfth annual conference of the international speech com-munication association, 2011.

[21] C. Szegedy, W. Liu, Y. Jia, P. Sermanet, S. Reed, D. Anguelov, D. Erhan, V. Vanhoucke, and A. Rabinovich, “Going deeper with convolutions,” inProceedings of the IEEE conference on computer vision and pattern recognition, 2015, pp. 1–9. [22] O. Russakovsky, J. Deng, H. Su, J. Krause, S. Satheesh, S. Ma,

Z. Huang, A. Karpathy, A. Khosla, M. Bernstein,et al., “Ima-genet large scale visual recognition challenge,”International journal of computer vision, vol. 115, no. 3, pp. 211–252, 2015. [23] https://github.com/tensorflow/models/blob/master/research/

slim/nets/mobilenet/README.md.

[24] K. He, X. Zhang, S. Ren, and J. Sun, “Delving deep into recti-fiers: Surpassing human-level performance on imagenet clas-sification,” inProceedings of the IEEE international confer-ence on computer vision, 2015, pp. 1026–1034.

[25] R. Girshick, J. Donahue, T. Darrell, and J. Malik, “Rich feature hierarchies for accurate object detection and seman-tic segmentation,” inProceedings of the IEEE conference on computer vision and pattern recognition, 2014, pp. 580–587. [26] M. D. Zeiler and R. Fergus, “Visualizing and

understand-ing convolutional networks,” inEuropean conference on com-puter vision. Springer, 2014, pp. 818–833.

[27] S. Xie, R. Girshick, P. Doll´ar, Z. Tu, and K. He, “Aggregated residual transformations for deep neural networks,” in Pro-ceedings of the IEEE conference on computer vision and pat-tern recognition, 2017, pp. 1492–1500.

[28] M. Tan and Q. V. Le, “Efficientnet: Rethinking model scaling for convolutional neural networks,” arXiv preprint arXiv:1905.11946, 2019.

[29] B. McFee, M. McVicar, S. Balke, V. Lostanlen, C. Thom, C. Raffel, D. Lee, K. Lee, O. Nieto, F. Zalkow, D. Ellis,

E. Battenberg, R. Yamamoto, J. Moore, Z. Wei, R. Bittner, K. Choi, nullmightybofo, P. Friesch, F.-R. Stter, Thassilo, M. Vollrath, S. K. Golu, nehz, S. Waloschek, Seth, R. Naktinis, D. Repetto, C. F. Hawthorne, and C. Carr, “librosa/librosa: 0.6.3,” Feb. 2019. [Online]. Available: https://doi.org/10.5281/zenodo.2564164

[30] E. K. V. I. I. A. Buslaev, A. Parinov and A. A. Kalinin, “Al-bumentations: fast and flexible image augmentations,”ArXiv e-prints, 2018.

[31] Z. Zhong, L. Zheng, G. Kang, S. Li, and Y. Yang, “Random erasing data augmentation,”arXiv preprint arXiv:1708.04896, 2017.

[32] H. Zhang, M. Cisse, Y. N. Dauphin, and D. Lopez-Paz, “mixup: Beyond empirical risk minimization,”arXiv preprint arXiv:1710.09412, 2017.

[33] A. Paszke, S. Gross, S. Chintala, G. Chanan, E. Yang, Z. De-Vito, Z. Lin, A. Desmaison, L. Antiga, and A. Lerer, “Auto-matic differentiation in PyTorch,” inNIPS Autodiff Workshop, 2017.

[34] D. P. Kingma and J. Ba, “Adam: A method for stochastic op-timization,”arXiv preprint arXiv:1412.6980, 2014.

[35] S. J. Reddi, S. Kale, and S. Kumar, “On the convergence of adam and beyond,”arXiv preprint arXiv:1904.09237, 2019. [36] L. Prechelt, “Early stopping-but when?” inNeural Networks:

Tricks of the trade. Springer, 1998, pp. 55–69.

[37] C. Gousseau, “VGG CNN for urban sound tagging,” DCASE2019 Challenge, Tech. Rep., September 2019. [38] J. Bai and C. Chen, “Urban sound tagging with multi-feature

fusion system,” DCASE2019 Challenge, Tech. Rep., Septem-ber 2019.

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

A MULTI-ROOM REVERBERANT DATASET FOR

SOUND EVENT LOCALIZATION AND DETECTION

Sharath Adavanne, Archontis Politis, and Tuomas Virtanen

Audio Research Group, Tampere University, Finland

ABSTRACT

This paper presents the sound event localization and detection (SELD) task setup for the DCASE 2019 challenge. The goal of the SELD task is to detect the temporal activities of a known set of sound event classes, and further localize them in space when active. As part of the challenge, a synthesized dataset where each sound event associated with a spatial coordinate represented using azimuth and elevation angles is provided. These sound events are spatialized using real-life impulse responses collected at multiple spatial coordinates in five different rooms with varying dimensions and material properties. A baseline SELD method employing a convolutional recurrent neural network is used to generate bench-mark scores for this reverberant dataset. The benchbench-mark scores are obtained using the recommended cross-validation setup.

Index Terms— Sound event localization and detection, sound event detection, direction of arrival, deep neural networks

1. INTRODUCTION

The goals of the sound event localization and detection (SELD) task includes recognizing a known set of sound event classes such as ‘dog bark’, ‘bird call’, and ‘human speech’ in the acoustic scene, detecting their individual onset and offset times, and further local-izing them in space when active. Such a SELD method can auto-matically describe human and social activities with a spatial dimen-sion, and help machines to interact with the world more seamlessly. Specifically, SELD can be an important module in assisted listening systems, scene information visualization systems, immersive inter-active media, and spatial machine cognition for scene-based deploy-ment of services.

The number of existing methods for the SELD task are lim-ited [1–5] providing ample research opportunity. Thus to promote the research and development of SELD methods we propose to or-ganize the SELD task at DCASE 20191_{. Previously, the SELD task} has been treated as two standalone tasks of sound event detection (SED) and direction of arrival (DOA) estimation [1]. The SED in [1] was performed using a classifier-based on Gaussian mixture model - hidden Markov model, and the DOA estimation using the steered response power (SRP). In the presence of multiple over-lapping sound events, this approach resulted in the data association problem of assigning the individual sound events detected in a time-frame to their corresponding DOA locations. This data association problem was overcome in [2] by using a sound-model-based local-ization instead of the SRP method.

Recent methods have proposed to jointly learn the SELD sub-tasks of SED and DOA estimation using deep neural networks This work has received funding from the European Research Council under the ERC Grant Agreement 637422 EVERYSOUND.

1_{http://dcase.community/challenge2019/} task-sound-event-localization-and-detection

(DNN). Based on the DOA estimation approach, these methods can be broadly categorized into classification [3] and regression approaches [5]. The classification approaches estimate a discrete set of angles, whereas the regression approaches estimate continu-ous angles. As the classification approach, Hirvonen [3] employed a convolutional neural network and treated SELD as a multiclass-multilabel classification task. Power spectrograms extracted from multichannel audio were used as the acoustic feature and mapped to two sound classes at eight different azimuth angles. Formally, the SELD task was performed by learning an acoustic model, pa-rameterized by parameters W, that estimates the probability of each sound class to be active at a certain time-frame, and discrete spatial angleP(Y|X,W), whereX ∈ RK×T×F _{is the} frame-wise acoustic feature for each of the K channels of audio with feature-lengthF, and number of time-framesT. Y∈RT×C×U_is the class-wise SELD probabilities forCsound classes andU num-ber of azimuth angles. The SELD activity could then be obtained from the class-wise probabilitiesYby applying a binary threshold.

Finally, the onset and offset times of the individual sound event classes, and their respective azimuth locations could be obtained from the presence of prediction in consecutive time-frames.

As the regression approach, we recently proposed a convolu-tional recurrent neural network, SELDnet [5], that was shown to perform significantly better than [3]. In terms of acoustic features

X, the SELDnet employed the naive phase and magnitude

compo-nents of the spectrogram, thereby avoiding any task- or method-specific feature extraction. These features were mapped to two outputs using a joint acoustic modelW. As the first output, SED

was performed as a multiclass-multilabel classification by estimat-ing the class-wise probabilitiesYSED∈RT×CasP(YSED|X,W). The second output, DOA estimation was performed as multiout-put regression task by estimating directly theLdimensional spa-tial location asYDOA ∈ RT×L×G×C for each of theCclasses as fW:X7→YDOA. At each time-frame,Gspatial coordinates are estimated per sound class and can be chosen based on the complex-ity of the sound scene and recording array setup capabilities. In [5], one trajectory was estimated per sound class (G= 1), and the re-spective DOA was represented using its 3D Cartesian coordinates alongx,y, andzaxes (L= 3).

The two DNN-based approaches for SELD, i.e., classifica-tion [3] and regression approach [5], have their respective advan-tages and restrictions. For instance, the resolution of DOA estima-tion in a classificaestima-tion approach is limited to the fixed set of angles used during training, and the performance on unseen DOA values is unknown. For datasets with a higher number of sound classes and DOA angles, the number of output nodes of the classifier in-creases rapidly. Training such a large multilabel classifier, where the training labels per frame have a few positives classes represent-ing active sound class and location in comparison to a large number of negative classes, poses problems of imbalanced dataset

train-Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

ing. Additionally, such a large output classifier requires a larger dataset to have sufficient examples for each class. On the other hand, the regression approach performs seamlessly on unseen DOA values, does not face the imbalanced dataset problems, and can learn from smaller datasets. As discussed earlier, algorithmically the two approaches can potentially recognize multiple instances of the same sound class occurring simultaneously, but such a sce-nario has never been evaluated and hence their performances are unknown. Additionally, it was observed that the DOA estimation of the classification approach for seen locations was more accurate than the regression approach. This was concluded to be a result of incomplete learning of the regression mapping function due to the small size of dataset [5].

Data-driven SELD approaches [3,5] require sufficient data with annotation of sound event activities and their spatial location. An-notating such a real-life recording to produce a large dataset is a tedious task. One of the ways to overcome this is to develop meth-ods that can learn to perform real-life SELD from a large synthe-sized dataset and a smaller real-life dataset. The performance of such methods is directly related to the similarity of the synthesized dataset to the real-life sound scene. In [5] we proposed to create such realistic sound scene by convolving real-life impulse responses with life isolated sound events, and summing them with real-life ambient sound. These sound scenes were created to have both isolated, and overlapping sound events. The ambient sound was added to the recording at different signal-to-noise ratios (SNRs) to simulate varying real-life conditions. However, all the impulse re-sponses for the dataset in [5] were collected from a single environ-ment. Learning real-life SELD with such restricted dataset is diffi-cult. One of the approaches to overcome this is to train the methods with larger acoustic variability in the training data. In this regard, for the DCASE 2019 SELD task, we employ impulse responses col-lected from five different environments with varying room dimen-sions and reverberant properties. Additionally, in order to support research focused on specific audio formats, we provide an identical dataset in two formats of four-channels each: first-order Ambison-ics and microphone array recordings.

To summarize, we propose the SELD task for the DCASE 2019 challenge to promote SELD research. We present a challenging multi-room reverberant dataset with varying numbers of overlap-ping sound events, and a fixed evaluation setup to compare the per-formance of different methods. As the benchmark, we provide a modified version of the recently proposed SELDnet2_{[5] and report} the results on the multi-room reverberant dataset.

2. MULTI-ROOM REVERBERANT DATASET

The SELD task in DCASE 2019 provides two datasets, TAU Spa-tial Sound Events 2019 - Ambisonic (FOA) and TAU SpaSpa-tial Sound Events 2019 - Microphone Array (MIC), of identical sound scenes with the only difference in the format of the audio. The FOA dataset provides four-channel First-Order Ambisonic recordings while the MIC dataset provides four-channel directional microphone record-ings from a tetrahedral array configuration. Both formats are ex-tracted from the same microphone array. The SELD methods can be developed on either one of the two or both the datasets to ex-ploit their mutual information. Both the datasets, consists of a de-velopment3 _{and evaluation}4 _{set. The development set consists of}

2_{https://github.com/sharathadavanne/} seld-dcase2019

3_{https://doi.org/10.5281/zenodo.2599196} 4_{https://doi.org/10.5281/zenodo.3377088}

400 one-minute recordings sampled at 48000 Hz, divided into four cross-validation splits of 100 recordings each. The evaluation set consists of 100 one-minute recordings. These recordings were syn-thesized using spatial room impulse response (IRs) collected from five indoor environments, at 504 unique combinations of azimuth-elevation-distance. In order to synthesize these recordings, the col-lected IRs were convolved with isolated sound events from DCASE 2016 task 2. Additionally, half the number of recordings have up to two temporally overlapping sound events, and the remaining have no overlapping. Finally, to create a realistic sound scene recording, natural ambient noise collected in the IR recording environments was added to the synthesized recordings such that the average SNR of the sound events was 30 dB. The only explicit difference between each of the development dataset splits and evaluation dataset is the isolated sound event examples employed.

2.1. Real-life Impulse Response Collection

The real-life IR recordings were collected using an Eigenmike spherical microphone array. A Genelec G Two loudspeaker was used to playback a maximum length sequence (MLS) around the Eigenmike. The MLS playback level was ensured to be 30 dB greater than the ambient sound level during the recording. The IRs were obtained in the STFT domain using a least-squares regression between the known measurement signal (MLS) and far-field record-ing independently at each frequency. These IRs were collected in the following directions: a) 36 IRs at every10◦_{azimuth angle, for}

9 elevations from−40◦to40◦at10◦increments, at 1 m distance from the Eigenmike, resulting in 324 discrete DOAs. b) 36 IRs at every10◦azimuth angle, for 5 elevations from−20◦to20◦at 10◦increments, at 2 m distance from the Eigenmike, resulting in 180 discrete DOAs. The IRs were recorded at five different indoor environments inside the Tampere University campus at Hervanta, Finland during non-office hours. These environments had varying room dimensions, furniture, flooring and roof materials. Addition-ally, we also collected 30 minutes of ambient noise recordings from these five environments with the IR recording setup unchanged dur-ing office hours thereby obtaindur-ing realistic ambient noise. We refer the readers to the DCASE 2019 challenge webpage for description on individual environments.

2.2. Dataset Synthesis

The isolated sound events dataset5_{from DCASE 2016 task 2} con-sists of 11 classes, each with 20 examples. These examples were randomly split into five sets with an equal number of examples for each class; the first four sets were used to synthesize the four splits of the development dataset, while the remaining one set was used for the evaluation dataset. Each of the one-minute recordings were generated by convolving randomly chosen sound event examples with a corresponding random IR to spatially position them at a given distance, azimuth and elevation angles. The IRs chosen for each recording are all from the same environment. Further, these spa-tialized sound events were temporally positioned using randomly chosen start times following the maximum number of overlapping sound events criterion. Finally, ambient noise collected at the re-spective IR environment was added to the synthesized recording such that the average SNR of the sound events is 30 dB.

Since the number of channels in the IRs is equal to the num-ber of microphones in Eigenmike (32), in order to create the MIC

5_{http://dcase.community/challenge2016/} task-sound-event-detection-in-synthetic-audio

Detection and Classification of Acoustic Scenes and Events 2019 25–26 October 2019, New York, NY, USA

TxR

Tx2N TxN

Q, GRU, tanh, bi-directional Q, GRU, tanh, bi-directional

Input audio Feature extractor P, 3x3 filters, 2D CNN, ReLUs 1xMP₁ max pool P, 3x3 filters, 2D CNN, ReLUs 1xMP2 max pool P, 3x3 filters, 2D CNN, ReLUs 1xMP3 max pool Tx2xP TxM/2x2C

R, fully connected, linear

N, fully connected, sigmoid

Sound event detection (SED) Multi-label classification task

Direction of arrival (DOA) estimation Multi-output regression task TxQ

TxR R, fully connected, linear

2N, fully connected, linear

T frame t SPEECH CAR DOG TRAIN... ... -π/2

π/2 SPEECH DOG SPEECH

T frame t azi ele -π π

Figure 1: Convolutional recurrent neural network for SELD. dataset we select four microphones that have a nearly-uniform tetra-hedral coverage of the sphere. Those are the channels 6, 10, 26, and 22 that corresponds to microphone positions (45◦_{, 35}◦_{, 4.2 cm),}

(−45◦,−35◦, 4.2 cm), (135◦,−35◦, 4.2 cm) and (−135◦,35◦, 4.2 cm). The spherical coordinate system in use is right-handed with the front at (0◦_,0◦_{), left at (90}◦_,0◦_{) and top at (0}◦_,90◦_{). Finally,}

the FOA dataset is obtained by converting the 32-channel micro-phone signals to the first-order Ambisonics format, by means of encoding filters based on anechoic measurements of the Eigenmike array response, generated with the methods detailed in [6].

2.3. Array Response

For model-based localization approaches, the array response may be considered known. The following theoretical spatial responses (steering vectors) modeling the two formats describe the directional response of each channel to a source incident from DOA given by azimuth angleφand elevation angleθ.

For the FOA format, the array response is given by the real orthonormalized spherical harmonics:

H1(φ, θ, f) = 1 (1) H2(φ, θ, f) = √ 3∗sin(φ)∗cos(θ) (2) H3(φ, θ, f) = √ 3∗sin(θ) (3) H4(φ, θ, f) = √ 3_∗cos(φ)_∗cos(θ). (4) For the tetrahedral array of microphones mounted on spherical baffle, similar to Eigenmike, an analytical expression for the direc-tional array response is given by the expansion:

Hm(φm, θm, φ, θ, ω) = 1 (ωR/c)2 30 X n=0 in−1 h0n(2)(ωR/c) (2n+ 1)Pn(cos(γm)), (5) wheremis the channel number,(φm, θm)are the specific micro-phone’s azimuth and elevation position,ω= 2πfis the angular fre-quency,R= 0.042m is the array radius,c= 343m/s is the speed

Table 1: Cross-validation setup Splits

Folds Training Validation Testing

Fold 1 3, 4 2 1

Fold 2 4, 1 3 2

Fold 3 1, 2 4 3

Fold 4 2, 3 1 4

of sound,cos(γm)is the cosine angle between the microphone po-sition and the DOA,Pnis the unnormalized Legendre polynomial of degreen, andh0n(2)is the derivative with respect to the argument of a spherical Hankel function of the second kind. The expansion is limited to 30 terms which provide negligible modeling error up to 20 kHz. Note that the Ambisonics format is frequency-independent, something that holds true to about 9 kHz for Eigenmike and devi-ates gradually from the ideal response for higher frequencies.

3. BASELINE METHOD

As the benchmark method, we employ the SELDnet [5]. Contrary to [5], where the DOA estimation is performed as multi-output re-gression of the 3D Cartesian DOA vector componentsx, y, z _∈

[−1,1], in this benchmar