paper: header

miscellaneous/paper/sozopol13/proceedings.tex

@@ -11,30 +11,21 @@
 %
 \mainmatter              % start of the contributions
 %
-\title{Hamiltonian Mechanics unter besonderer Ber\"ucksichtigung der
-h\"ohreren Lehranstalten}
+\title{Harnessing Wasted Computing Power for
+Scientific Computing}
 %
-\titlerunning{Hamiltonian Mechanics}  % abbreviated title (for running head)
-%                                     also used for the TOC unless
-%                                     \toctitle is used
 %
-\author{Ivar Ekeland\inst{1} \and Roger Temam\inst{2}
-Jeffrey Dean \and David Grove \and Craig Chambers \and Kim~B.~Bruce \and
-Elsa Bertino}
+\author{S\'andor Guba \and M\'at\'e \H{O}ry \and Imre Szeber\'enyi}
 %
 \authorrunning{Ivar Ekeland et al.} % abbreviated author list (for running head)
 %
 %%%% list of authors for the TOC (use if author list has to be modified)
-\tocauthor{Ivar Ekeland, Roger Temam, Jeffrey Dean, David Grove,
-Craig Chambers, Kim B. Bruce, and Elisa Bertino}
+%\tocauthor{Ivar Ekeland, Roger Temam, Jeffrey Dean, David Grove,
+%Craig Chambers, Kim B. Bruce, and Elisa Bertino}
 %
-\institute{Princeton University, Princeton NJ 08544, USA,\\
-\email{I.Ekeland@princeton.edu},\\ WWW home page:
-\texttt{http://users/\homedir iekeland/web/welcome.html}
-\and
-Universit\'{e} de Paris-Sud,
-Laboratoire d'Analyse Num\'{e}rique, B\^{a}timent 425,\\
-F-91405 Orsay Cedex, France}
+\institute{Budapest University of Technology and Economics, Hungary,\\
+\email{\{guba.sandor,orymate,szebi\}@iit.bme.hu}
+}
 
 \maketitle              % typeset the title of the contribution
 
@@ -43,7 +34,7 @@ The abstract should summarize the contents of the paper
 using at least 70 and at most 150 words. It will be set in 9-point
 font size and be inset 1.0 cm from the right and left margins.
 There will be two blank lines before and after the Abstract. \dots
-\keywords{computational geometry, graph theory, Hamilton cycles}
+\keywords{education cloud, grid computing, GPGPU}
 \end{abstract}
 %
 \section{Fixed-Period Problems: The Sublinear Case}