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m empca.m

function [evec,eval] = empca(data,k,iter,Cinit) %[evec,eval] = empca(data,k,iter,Cinit) % % EMPCA % % finds the first k principal components of a dataset % and their associated eigenvales using the E
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m rdmat.m

% rdmat Random density matrix % rdmat(n,d) creates an n qudit density matrix where d is the % dimension of the qudits. If d is omitted then it is taken to be 2. % If argument n is omitt
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m contents.m

% MATLAB routines for quantum mechanics. % % General % contents - List of commands % ver - Version % example1 - Example with two-state systems % example2
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c lmpar.c

/* lmpar.f -- translated by f2c (version of 17 January 1992 0:17:58). You must link the resulting object file with the libraries: -lf77 -li77 -lm -lc (in that order) */ #include "f2c.h" /* Ta
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h rcode.h

/* RCODE.H - Parity chk and gen matrix storage, and procedures to read them.*/ /* Copyright (c) 2000 by Radford M. Neal * * Permission is granted for anyone to copy, use, modify, or distribute thi
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html sparse-lu.html

Sparse LU Decomposition Methods Sparse LU Decomposition Methods The sparse modulo-2 matrix LU decomposition routine
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html pchk.html

Creating a Parity Check Matrix Creating a Parity Check Matrix This software deals only with linear block codes for binary (ie, modulo-2,
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m armode.m

function [S, Serr, per, tau, exctn, lambda] = armode(A, C, th) %ARMODE Eigendecomposition of AR model. % % [S,Serr,per,tau,exctn]=ARMODE(A,C,th) computes the % eigendecomposition of an AR(p) mod
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m ex892.m

%----------------------------------------------------------------------------% % Example 8.9.2 % % to solve a static beam deflection usin
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m ex891.m

%----------------------------------------------------------------------------% % Example 8.9.1 % % to solve a static beam deflection usin
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