代码搜索:Variance

找到约 2,271 项符合「Variance」的源代码

代码结果 2,271
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m program_12_4.m

% Program 12_4 % Computation of the Output Noise Variance Due % to Input Quantization of a Digital Filter % Based on a Partial-Fraction Approach % num = input('Type in the numerator = '); den
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m mdnprob.m

function [prob,a] = mdnprob(mixparams, t) %MDNPROB Computes the data probability likelihood for an MDN mixture structure. % % Description % PROB = MDNPROB(MIXPARAMS, T) computes the probability P(
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m gabor2d_sub.m

function [gaborp_2d]=gabor2d_sub(angle,num_disk) % Modified by PRTsinghua@hotmail.com variance=32; k=10; x=cos(angle*pi/num_disk); y=sin(angle*pi/num_disk); w=(2*pi)/k; p=0; m=0; for (i
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m gabor2d_sub.m

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % generate a Gabor filter for centralizing.m % written by zhang_rui at Chinese Academy of Science % E-mail:zhangrui05@mail
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h patch.h

#ifndef PATCH_H #define PATCH_H // Depth of variance tree: should be near SQRT(PATCH_SIZE) + 1 #define VARIANCE_DEPTH (9) // Predefines... class Landscape; // // TriTreeNode Struct //
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m norm_inv.m

function invp = norm_inv(x, m, v) % PURPOSE: computes the quantile (inverse of the CDF) % for each component of x with mean m, variance v %------------------------------------------------
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m unif_d.m

% PURPOSE: demo of uniform distribution functions % prints mean and variance of 1000 draws % plots pdf,cdf,inverse % %--------------------------------------------------- % USAG
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m gamm_d.m

% PURPOSE: demo of gamma distribution functions % prints mean and variance of 1000 draws % plots pdf,cdf,inverse % %--------------------------------------------------- % USAGE:
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m ar1nv.m

function [g,a]=ar1nv(x) % AR1NV - Estimate the parameters for an AR(1) model % Syntax: [g,a]=ar1nv(x); % % Input: x - a time series. % % Output: g - estimate of the lag-one autocorrelation. %
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m gabor2d_sub.m

function [gaborp_2d]=gabor2d_sub(angle,num_disk) % Modified by Luigi Rosa global immagine n_bands h_bands n_arcs h_radius h_lato n_sectors matrice variance=32; k=10; x=cos(angle*pi/num_disk