代码搜索：evaluate

找到约 3,619 项符合「evaluate」的源代码

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www.eeworm.com/read/248284/12585524

m p10_4.m

% Program P10_4 % Effect of Down-sampling in the Frequency Domain % Use fir2 to create a bandlimited input sequence clf; freq = [0 0.42 0.48 1]; mag = [0 1 0 0]; x = fir2(101, freq, mag); % Eval
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www.eeworm.com/read/248284/12585537

m p10_3.m

% Program P10_3 % Effect of Up-sampling in the Frequency Domain % Use fir2 to create a bandlimited input sequence freq = [0 0.45 0.5 1]; mag = [0 1 0 0]; x = fir2(99, freq, mag); % Evaluate and
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www.eeworm.com/read/202785/15373168

c eval.c

/* SGPC: Simple Genetic Programming in C (c) 1993 by Walter Alden Tackett and Aviram Carmi This code and documentation is copyrighted and is not in the public domain. All rights reserved.
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www.eeworm.com/read/202785/15373198

c eval.c

/* SGPC: Simple Genetic Programming in C (c) 1993 by Walter Alden Tackett and Aviram Carmi This code and documentation is copyrighted and is not in the public domain. All rights reserved.
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www.eeworm.com/read/109240/15560834

c eval.c

/* SGPC: Simple Genetic Programming in C (c) 1993 by Walter Alden Tackett and Aviram Carmi This code and documentation is copyrighted and is not in the public domain. All rights reserved. - Th
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www.eeworm.com/read/453442/7420640

h resource.h

//{{NO_DEPENDENCIES}} // Microsoft Developer Studio generated include file. // Used by MfcPo.rc // #define IDCLEARHISTORY 2 #define IDUndoMove 2 #define IDN
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www.eeworm.com/read/365862/9842911

m gmm_distance_bhattacharyya.m

function [Bc,Bd] = gmm_distance_bhattacharyya(g1, g2, N) % Monte Carlo approximation of Bhattacharyya distance. % % Note: MC integration of the form: integral of p(x)f(x) dx % require that p(x)
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www.eeworm.com/read/365862/9843009

m gmm_display_2d_contour.m

function x = gmm_display_2D_contour(g, prob, N, type) if nargin == 3, type=1; end if prob1, error('Probability outside (0, 1] bounds'), end % Sample gmm and evaluate x = gmm_samples
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www.eeworm.com/read/351998/10588903

m gmm_distance_bhattacharyya.m

function [Bc,Bd] = gmm_distance_bhattacharyya(g1, g2, N) % Monte Carlo approximation of Bhattacharyya distance. % % Note: MC integration of the form: integral of p(x)f(x) dx % require that p(x)
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www.eeworm.com/read/351998/10589036

m gmm_display_2d_contour.m

function x = gmm_display_2D_contour(g, prob, N, type) if nargin == 3, type=1; end if prob1, error('Probability outside (0, 1] bounds'), end % Sample gmm and evaluate x = gmm_samples
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