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18 results with keyword: 'minimum vertex cover in rectangle graphs'

Minimum vertex cover in rectangle graphs

We consider the Minimum Vertex Cover problem in intersection graphs of axis-parallel rectangles on the plane. This algorithm extends to intersection graphs of pseudo-disks. 5 + ε )

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2021
STATISTICAL DATA ANALYSIS

The process of using the data to draw conclusions about the whole population, while acknowledging the extent of our uncertainty about our findings, is called statistical

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2021
Kotzen-ElectricToy

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2021
Local Search with Noisy Strategy for Minimum Vertex Cover in Massive Graphs

This section compares NoiseVC with FastVC using real-world massive graphs, since FastVC outperforms other existing local search algorithms on finding vertex covers in massive

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2021
PCP and Inapproximability

• Example: the Minimum Vertex Cover function Example: the Minimum Vertex Cover function.. •

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2021
Balance between Complexity and Quality: Local Search for Minimum Vertex Cover in Massive Graphs

Experimental results on a broad range of real world massive graphs show that FastVC finds much better vertex covers (and thus also independent sets) than state of the art local

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2022
Bounds for minimum feedback vertex sets in distance graphs and circulant graphs

On the other hand, we construct a FVS V in this way: we skip the t first vertices and we pick alternately one on two of the n − t last vertices (see Figure 1). Assume that the

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2021
Temporal vertex cover with a sliding time window.

In this paper we introduced and studied two natural temporal extensions of the problem Vertex Cover for static graphs, namely Temporal Vertex Cover and Sliding Window Temporal

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2021
Temporal Vertex Cover with a Sliding Time Window

In this paper we introduced and studied two natural temporal extensions of the problem Vertex Cover for static graphs, namely Temporal Vertex Cover and Sliding Window Temporal

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ME2805. Ultra-small package High-precision Voltage Detector with delay. circuit, ME2805 Series. General Description. Package. Typical Application

The delay circuit delays the output signal from the time at which the power voltage (VDD) exceeds the release voltage (+VDET) when VDD is turned on.. The output signal is not

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2021
CITY OF NORWALK FIRE DEPARTMENT

• DISCUSSION OF NEW ASSISTANT CHIEF POSITION • DISCUSSION ON POSSIBLE DISABILITY PENSION • UPDATE ON PROBATIONARY FIREFIGHTERS ** THE MOTION PASSED UNANIMOUSLY.. The

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2021
S On the Vertex - Cover Polynomials of Gear Graphs

In this paper, we derived the vertex cover polynomial of Gear graph and some properties of the coefficients of the vertex cover polynomials of Gear graphs have

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Solving Vertex Cover in Polynomial Time on Hyperbolic Random Graphs

We trace the effectiveness of the dominance rule back to two properties that are often observed in real-world networks: a heterogeneous degree distribution (the network contains

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SPLIT BLOCK SUBDIVISION DOMINATION IN GRAPHS

A vertex cover of a graph is a set of vertices that covers all the edges of The vertex covering number is a minimum cardinality of a vertex cover in The vertex

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Connected vertex cover for (sP1+P5)-free graphs.

Even the case where H is a single path on r vertices (denoted P r ) is settled neither for Vertex Cover nor for Connected Vertex Cover; it is not known if there exists an integer r

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Minimum generalized degree distance of n vertex tricyclic graphs

Hamzeh, A, Iranmanesh, A, Hossein-Zadeh, S, Diudea, MV: Generalized degree distance of trees, unicyclic and bicyclic graphs.. Dankelmann, P, Gutman, I, Mukwembi, S, Swart, HC: On

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2020
Meta) kernelization

[3] with problem specific data reduction rules, kernels of linear sizes were obtained for a variety of parameterized problems on planar graphs including Con- nected Vertex

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Text Summarization through Entailment based Minimum Vertex Cover

We formu- late the summarization task as an optimization problem and employ the weighted minimum ver- tex cover algorithm on a graph based on textual en- tailment relations

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2020

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