代码搜索:Gradient

找到约 2,951 项符合「Gradient」的源代码

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dpr gditest82.dpr

program GDITEST82; uses Windows, Messages, SysUtils, GDIPAPI, GDIPOBJ; // The following example constructs a path gradient brush based on an array of // points. A color is assi
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m fd1.m

function fd_1st_d = fD1(X, D, A, N, d) % --------------------------------------------------------------------------- % the gradient of the dissimilarity constraint function w.r.t. A % % for exam
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c heap.c

/* heap.c $Id $ ---------------------------------------------------------------------- This file is part of SPGL1 (Spectral Projected Gradient for L1). Copyright (C) 2007 Ewout van den B
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m grinprodgausnodequad.m

function int=grinprodgausnodequad(g,I); %grinprodgausnodequad Computes the gradient part of the system matrix %in the quadratic basis case. The conductivity is in the linear basis. % Function int=gr
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m computegradientr.m

function [grad] = ComputeGradient(g,y,FreqCycl) % % [grad] = ComputeGradient(g,y) % % This function compute the gradient of the % Shalvi Weinstein cost function at point g. % % Author : Pierre JALLON
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m computegradient.m

function [grad] = ComputeGradient(g,y,FreqCycl) % % [grad] = ComputeGradient(g,y) % % This function compute the gradient of the % Shalvi Weinstein cost function at point g. % % Author : Pierre JALLON
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m berg_algs.m

% this handles the stochastic-gradient-descent CMA algorithms for the % bergulator, and is called by ui_traj.m % % if not available for your platform, you can create a .mex version % by typing "mex -
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tff grad.tff

# TextFileFormat (leave this tag as magic token!) # TrackMark file format for *.GRAD files (GRADient information) # GRAD FileVersions supported: # # Version: v0.6d # Build: 7020711 # Date:
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m divergence.m

function [divF] = divergence(F,coeff) % compute the divergence of the gradient of f % multiplied by a diffusion coefficient % forward difference scheme % % Copyright 2006 Paolo Favaro (p.favaro@h
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m conjugategradient.m

% % Ch 6: Numerical Techniques for Unconstrained Optimization % Optimzation with MATLAB, Section 6.3.2 % Conjugate Gradient Method % copyright (code) Dr. P.Venkataraman % % An m-file for the