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h stringresolution.h

// StringResolution.h: interface for the CStringResolution class. /*********************************************************************************************** * Copyright (c) Zhou Yuncai(周云才 江汉石
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txt readme.txt

fastslam2r_sim is a slight variation on the normal FastSLAM 2 algorithm. It incorporates "reverse resampling" by computing sample weights and resampling *before* the proposal distribution is obtaine
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readme

DiscreteTFDs Copyright (c) 1997, 1998, 1999 Jeffrey C. O'Neill (jeffo@bu.edu) Copyright (c) 1998, 1999 Boston University Copyright (c) 1997, 1998 L'Ecole Normale Superieure de Lyon Copyright (c) 1997
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m lusolve.m

function lusolve(A,B) %LUSOLVE %LU decomposition of a matrix. %Option of all steps. %Option to use factoriation to solve A*X = B for X. %Calling format: lusolve(A,B) % Copyright 1991 Lisa Cou
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m~ kernelpca.m~

function [Z,Lambda]=kernelpca(X,T,l,ker,arg,display) % KERNELPCA computes kernel Principal Component Analysis. % [Z,lambda]=kernelpca(X,T,l,ker,arg,display) % % KERNELPCA computes Principal Componen
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m kernelpca.m

function [Z,Lambda]=kernelpca(X,T,l,ker,arg,display) % KERNELPCA computes kernel Principal Component Analysis. % [Z,lambda]=kernelpca(X,T,l,ker,arg,display) % % KERNELPCA computes Principal Componen
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h stringresolution.h

// StringResolution.h: interface for the CStringResolution class. /*********************************************************************************************** * Copyright (c) Zhou Yuncai(周云才 江汉石
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m mlsd2dtransform.m

function fv = MLSD2DTransform(varargin) % MLSD2DTRANSFORM Generates a 2D MLSD structure. % % function fv = MLSD2DTransform(mlsd,q) % % This function transform the v points. For more informations see
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m mlsd2dpointsprecompute.m

function mlsd = MLSD2DpointsPrecompute(varargin) % MLSD2DPOINTSPRECOMPUTE Generates a 2D MLSD structure. % % function mlsd = MLSD2DpointsPrecompute(p,v,type,a) % % This function precomputes a set of
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f90 mlamv.f90

MODULE lamv_func ! From the book "Computation of Special Functions" ! by Shanjie Zhang and Jianming Jin ! Copyright 1996 by John Wiley & Sons, Inc. ! The authors state: ! "However, we