代码搜索：Transforms
找到约 1,181 项符合「Transforms」的源代码
代码结果 1,181
www.eeworm.com/read/365346/9867366
m simil.m
function xx=simil(x,ds,rx,ry,rz,t)
% SIMIL Computes similarity coordinate transformation.
% Transforms a single point for a left-handed coordinate
% system using the model
% x'=sRx+t
% wher
www.eeworm.com/read/357852/10200287
h slacker.h
#ifndef SLACKER_H
#define SLACKER_H
#include "domwalker.h"
/**
Slacker.h
Transforms subset of Slacker's Docbook/XML elements into
100% pure Docbook/XML.
Most of the slacker tags
www.eeworm.com/read/356682/10222932
m simil.m
function xx=simil(x,ds,rx,ry,rz,t)
% SIMIL Computes similarity coordinate transformation.
% Transforms a single point for a left-handed coordinate
% system using the model
% x'=sRx+t
% wher
www.eeworm.com/read/161189/10439910
m hankelwt.m
%
% [WT0,WT1]=hankelwts()
%
% Returns the weights for the Hankel transforms of order 0 and 1.
%
% Based on Walt Anderson's Fortran code, which was published in:
%
% Anderson, W. L., 1979, Computer
www.eeworm.com/read/467077/7015360
m contents.m
% Rice Wavelet Toolbox
% Version 2.4 Dec 2002
%
% Wavelet Transforms.
% mdwt - Discrete orthogonal wavelet transform using Mallat alg. (1D and 2D)
% midwt - Inverse discrete orthogonal wavel
www.eeworm.com/read/438906/7724745
m simil.m
function xx=simil(x,ds,rx,ry,rz,t)
% SIMIL Computes similarity coordinate transformation.
% Transforms a single point for a left-handed coordinate
% system using the model
% x'=sRx+t
% wher
www.eeworm.com/read/398029/8009452
m contents.m
% Rice Wavelet Toolbox
% Version 2.4 Dec 2002
%
% Wavelet Transforms.
% mdwt - Discrete orthogonal wavelet transform using Mallat alg. (1D and 2D)
% midwt - Inverse discrete orthogonal wavel
www.eeworm.com/read/323209/13347280
m contents.m
% Rice Wavelet Toolbox
% Version 2.4 Dec 2002
%
% Wavelet Transforms.
% mdwt - Discrete orthogonal wavelet transform using Mallat alg. (1D and 2D)
% midwt - Inverse discrete orthogonal wavel
www.eeworm.com/read/305575/13765401
m walpha.m
function[auv,aeo,adc,apn]=walpha(wu,wv)
% WALPHA Widely linear transform anisotropy parameters.
%
% [AUV,AEO,ADC,APN]=WALPHA(WU,WV) where WU and WV are the U and V
% widely linear transforms for
www.eeworm.com/read/303513/13813710
m sph2cart.m
function B=sph2cart(A)
%SPH2CART Transform spherical to Cartesian coordinates.
% T = SPH2CART(S) transforms the scalar function S
% in spherical coordinates to Cartesian coordinates,
% wher