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18 results with keyword: 'data boundary fitting using generalized least squares method'

Data boundary fitting using a generalized least-squares method

The upper boundary displayed with a dashed green line is the fit to the noisy spectrum using adaptive splines, whereas the upper boundaries plotted with continuous orange and cyan

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2021
Scattered data fitting using least squares with interpolation method

In many applications, some of the data are contaminated by noise and some are not. It is not appropriate to interpolate the noisy data, and the traditional least

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2020
Least Squares Fitting of Data

The distance L i is computed according to the algorithm described in Distance from a Point to an Ellipse, an Ellipsoid, or a Hyperellipsoid.

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2021
CURVE FITTING: STEP-WISE LEAST SQUARES METHOD

A method has been developed for fitting of a mathematical curve to numerical data based on the application of the least squares principle separately for each of the

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2020
Essays on Asset Pricing and Political Risk

I compare ordinary least squares regression, generalized least squares regression, two stage generalized method of moments estimation, and iterated generalized method of

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2021
matlab optimization

lsqcurvefit Solve nonlinear curve-fitting (data-fitting) problems in least-squares sense.. lsqlin Solve constrained linear

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2021
Penalized Least Squares Fitting

error bounds for penalized least squares fits of univariate functions are contained in Section 5.. General penalized least squares is treated in

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2021
Classification Using Generalized Partial Least Squares

Nguyen and Rocke (2002b) applied a similar approach to problems of two-group tumor classification using two-stage PLS regression on microarray gene expression data.. The original

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2021
Least squares fitting of parametric surfaces to measured data

A method has been presented for fitting parametrically defined surfaces to data which makes explicit use of the probe directions when the data are obtained using a coordinate

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2022
A New approach for Solving Transportation Problem

Suppose there are m factories called origins or sources produce aI (i=1,2……,m) units of products which are to be transported to n destinations with bJ (J=1,2,……,n) unity of

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2020
CURVE FITTING LEAST SQUARES APPROXIMATION

“Best” approximate solution to our general problem: Now, instead of looking for a solution to our given system of linear equations (which, in general, we don’t have!) we could look

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2021
A graph optimization approach for motion estimation using inertial measurement unit data

Using IMU data, the proposed motion estimation method corrects the accumulated errors via least-squares fitting with constraints that are obtained from IMU measurements and

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2020
No more excuses : Provide education to all forcibly displaced people

As well as widening access to formal education through inclusion of refugees in national education systems, these resources should be used to enable accelerated and flexible forms

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2021
Consistent least squares fitting of ellipsoids

Assuming that the measurement errors are normally distributed, a correc- tion is derived that uses the true measurement error variance and adjusts the OLS cost function, so that

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2020
Pre-processing, classification and semantic querying of large-scale Earth observation spaceborne/airborne/terrestrial image databases: Process and product innovations.

Visual features input to the implemented ESA EO Level 2 SCM classifier are: MS color names detected by the Satellite Image Automatic Mapper  (SIAM  ) lightweight computer

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THE METHOD OF LEAST SQUARES THE METHOD OF LEAST SQUARES

The r quantity (the sample correlation coefficient) gives us a measure of the adequacy of the assumed model (linear dependence)..

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2021
Optical properties of the TeO2-PbO-Li2O-Nd2O3 glass system

were obtained by fitting using a least-squares method to the electric dipole contributions of the experimental oscillator strength of the

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2020
The design of parallel least squares model based on the surface fitting problem

Least squares method is a kind of mathematical optimization technique. The basic idea is seeking for the best function matching data by minimize the sum of squares error. The

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2020

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