代码搜索：Approximation
找到约 1,542 项符合「Approximation」的源代码
代码结果 1,542
www.eeworm.com/read/449504/7502850
m contents.m
% functions to calculated log-determinants
%
% lndet_d : An example of using lndetfull, lndetmc, lndetint
% lndet_d2 : An example of using lndetfull, lndetmc, lndetint
% lnd
www.eeworm.com/read/448905/7522779
m fig5_41.m
% Chapter 5: Figure 5.41, p. 274
%
% Compare step response for second-order approximation
%
num1=[6]; den1=[1 6 11 6];
num2=[1.6]; den2=[1 2.584 1.6];
t=[0:0.1:8];
[y1,x,t]=step(num1,den1,t);
[y2,x
www.eeworm.com/read/434325/7874046
m a4algos.m
%---------------------------------------------------------------------------
%A4ALGOS
%
% NUMERICAL METHODS: MATLAB Programs, (c) John H. Mathews 1995
% To accompany the text:
% NUMERICAL METHODS
www.eeworm.com/read/297966/7983215
c gamma.c
/*----------------------------------------------------------------------
File : gamma.c
Contents: computation of the gamma function
Author : Christian Borgelt
History : 04.07.2002 file cre
www.eeworm.com/read/145495/12717734
m fig5_41.m
% Chapter 5: Figure 5.41, p. 274
%
% Compare step response for second-order approximation
%
num1=[6]; den1=[1 6 11 6];
num2=[1.6]; den2=[1 2.584 1.6];
t=[0:0.1:8];
[y1,x,t]=step(num1,den1,t);
[y2,x
www.eeworm.com/read/137365/13326344
lnt co-arch.lnt
// co-arch.lnt
// Compiler Options for Archimedes C
// This file contains options to allow PC-lint to process source
// files for your compiler. It is used as follows:
//
//
www.eeworm.com/read/113483/6131352
m upwindfirsteno2.m
function [ derivL, derivR ] = upwindFirstENO2(grid, data, dim, generateAll)
% upwindFirstENO2: second order upwind approx of first derivative.
%
% [ derivL, derivR ] = upwindFirstENO2(grid, data,
www.eeworm.com/read/113483/6131353
m upwindfirsteno3ahelper.m
function [ dL, dR, DD ] = ...
upwindFirstENO3aHelper(grid, data, dim, approx4, stripDD)
% upwindFirstENO3aHelper: helper function for upwindFirstENO3a.
%
% [ dL, dR, DD ] = upwindFirstENO3aH
www.eeworm.com/read/113483/6131356
m upwindfirsteno3a.m
function [ derivL, derivR ] = upwindFirstENO3a(grid, data, dim, generateAll)
% upwindFirstENO3a: third order upwind approx of first deriv by divided diffs.
%
% [ derivL, derivR ] = upwindFirstENO
www.eeworm.com/read/113483/6131362
m hessiansecond.m
function [ second, first ] = hessianSecond(grid, data)
% hessianSecond: second order centered difference approx of the Hessian.
%
% [ second, first ] = hessianSecond(grid, data)
%
% Computes a