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Updating userguide to reflect recent changes
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stephenbeckr committed Oct 30, 2013
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10 changes: 2 additions & 8 deletions userguide.tex
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%\title{TFOCS v1.0c user guide (BETA)}
%\title{TFOCS v1.2 user guide} % 1.2 Sept 2012
\title{TFOCS user guide\\\large Version 1.3} % 1.3 Oct 2013
%\title{TFOCS user guide\\\large Version 1.3} % 1.3 Oct 2013
\title{TFOCS user guide\\\large Version 1.3 release 2} % Oct 30 2013

\author{Stephen Becker\thanks{IBM Research, Yorktown Heights, NY 10598} \and
Emmanuel Cand\`es\thanks{Departments of Mathematics and Statistics, Stanford University, Stanford, CA 94305} \and
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When an atom has not been implemented, it is marked as ``NA.'' These atoms may be
added in the future if there is demand for them.

% TODO: add in proj)simplex, proj_psdUTrace.m; also add in the l1 + non-neg
%\begin{center}
\begin{table}
\centering
\caption{Common functions and their conjugates; functions denoted with $^\dagger$ satisfy
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$h(y) = c$ & \verb@smooth_constant@ & $h^*(z) = \iota_{z=0}$ & \verb@proj_0@$^\dagger$ \\
$h(y)=\iota_{\R^n_+}$ & \verb@proj_Rplus@ & $h^*(z)=h(z)$ & \verb@proj_Rplus@ \\
$h(Y)=\iota_{Y \succeq 0}$ & \verb@proj_psd@ & $h^*(Z)=h(Z)$ & \verb@proj_psd@ \\
% $h(y)=\iota_{\R^n_+}$ & \verb@proj_simplex@ & $h^*(z)=h(z)$ & \verb@proj_Rplus@ \\
% $h(Y)=\iota_{Y \succeq 0}$ & \verb@proj_psdUTrace@ & $h^*(Z)=h(Z)$ & \verb@proj_psd@ \\
$h(y)=\|y\|_1$ & \verb@prox_l1@ & $h^*(z)=\iota_{\|z\|_\infty \le 1}$ & \verb@proj_linf@$^\dagger$ \\

$h(y)=\sum_i y_i + \iota_{y \ge 0}$ & \verb@prox_l1pos@ & $h^*(z)=\iota_{\max(z) \le 1}$ & \verb@proj_max@ \\ % adding proj_max in Sept 2012
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\begin{thebibliography}{2}
\bibitem[1]{TFOCS} S. Becker, E. J. Cand\`es, and M. Grant, \emph{Templates for convex cone problems with applications to sparse signal recovery}, Math. Prog. Comp. \textbf{3} (2011), no.~3, 165--218.
\url{http://tfocs.stanford.edu}
%Technical report, Department of Statistics,
%Stanford University, 2010.
%Preprint available at \url{http://tfocs.stanford.edu/tfocs/paper.shtml}.
\bibitem[2]{SPOT} E. van den Berg and M. Friedlander. Spot---a linear-operator
toolbox. Software and web site, Department of Computer Science,
University of British Columbia, 2009. \url{http://www.cs.ubc.ca/labs/scl/spot/}.
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