代码搜索:solving
找到约 630 项符合「solving」的源代码
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www.eeworm.com/read/172012/9726712
m glnodewt.m
function [x,w] = GLNodeWt(n)
% GLNodeWt Nodes and weights for Gauss-Legendre quadrature of arbitrary order
% obtained by solving an eigenvalue problem
%
% Synopsis: [x,w] = GLNodeWt(n)
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m contents.m
% Linear discriminant function.
%
% Included algorithms:
% (dir) anderson - Algorithms solving Generalized Anderson's task.
% (dir) finite - Algorithms separating finite point sets by a hyperp
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c qpc2solver.c
/*-----------------------------------------------------------------------
qpcsolver.c: Algorithm solving QPC2 task.
QPC2 task to solve is
min 0.5*alpha'*H*alpha + c'*alpha
subject
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m contents.m
% Functions for solving the EIT forward problem in 2D
%
% FEM integrals for the linear triangular elements
%
% grinprodgaus - Computes the integral of the product of the gradients in 2D FEM
% bo
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m contents.m
% Functions for solving the EIT inverse problem in 2D
%
% Jacobian computations
%
% Jacobian - Computes the Jacobian for 2D EIT when elementwise basis is used
% JacobianNode - Compute
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texi linalg.texi
@cindex linear algebra
@cindex solution of linear systems, Ax=b
@cindex matrix factorization
@cindex factorization of matrices
This chapter describes functions for solving linear systems. The
librar
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c dlp.c
/*
Author: Pate Williams (c) 1997
The following program implements and tests two
algorithms for solving the discrete logarithm
problem. The algorithms are baby-step giant-step
and Po
www.eeworm.com/read/386996/8714211
c dlp.c
/*
Author: Pate Williams (c) 1997
The following program implements and tests two
algorithms for solving the discrete logarithm
problem. The algorithms are baby-step giant-step
and Po
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texi roots.texi
@cindex root finding
@cindex zero finding
@cindex finding roots
@cindex finding zeros
@cindex roots
@cindex solving a nonlinear equation
@cindex nonlinear equation, solutions of
This chapter describe
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m operator_example.m
% Matlab script for solving the sparse signal recovery problem
% using the object-oriented programming feature of Matlab.
% The three m files in ./@partialDCT/ implement the partial DCT class
% wit