代码搜索:gaussian

找到约 7,040 项符合「gaussian」的源代码

代码结果 7,040
www.eeworm.com/read/447716/7546243

m plot_gaussian.m

function plot_gaussian(number_clusters, power, AOA_deg, sigma_deg, ... delta_phi_deg, plot_number) % plot_gaussian(number_clusters, power, AOA_deg, sigma_deg, % delta_phi_deg,
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m normalisation_gaussian.m

function [Q, sigma_deg] = normalisation_gaussian(number_clusters, ... power_lin, AS_deg, delta_phi_deg) % [Q, sigma_deg] = normalisation_gaussian(number_clusters, % power_lin,
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m rxx_gaussian.m

function result = Rxx_gaussian(d_norm,phi_0_deg,sigma_deg,delta_phi_deg) % result = Rxx_gaussian(d_norm,phi_0_deg,sigma_deg,delta_phi_deg) % % Computes the correlation of the real and imaginary par
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m fit_gaussian.m

function [mu, sigma] = fit_gaussian(x,class) N = max(class); mu = zeros(N,size(x,2)); sigma = zeros(size(x,2),size(x,2),N); for i=1:N, mu(i,:) = mean(x(class==i,:)); sigma(:,:,i) = c
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m ml_gaussian.m

function index = ML_gaussian(x,mu,sigma) % function index = ML_gaussian(x,mu,sigma) % x is a vector drawn from some multivariate gaussian % mu(i,:) is the mean of the ith Gaussian % sigma(:,:,i) i
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m cumulative_gaussian.m

%CUMULATIVE_GAUSSIAN: the integral of the Gaussian distribution, which % gives the probability that a variate will assume a value
www.eeworm.com/read/442822/7644327

m cumulative_gaussian.m

%CUMULATIVE_GAUSSIAN: the integral of the Gaussian distribution, which % gives the probability that a variate will assume a value
www.eeworm.com/read/439361/7711577

m gaussian_derivatives.m

% % FUNCTION 7.2 : "cp0702_Gaussian_derivatives" % % Analysis of waveforms of the Gaussian pulse and its first % 15 derivatives % % The pulse amplitude is set to 'A' % 'smp' samples of the Gaus
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m gaussian_noise.m

function x = gaussian_noise(P) %------------------------------------------------------- % University of Zaragoza % Centro Politecnico Superior % Robotics and Real Time Group % Authors: J. Neira,
www.eeworm.com/read/299736/7836204

m gaussian_prob.m

function p = gaussian_prob(x, m, C, use_log) % GAUSSIAN_PROB Evaluate a multivariate Gaussian density. % p = gaussian_prob(X, m, C) % p(i) = N(X(:,i), m, C) where C = covariance matrix and each COL