The Program as it Appears so Far
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Quantum Counting
Authors:Gilles Brassard [ Universite de Montreal (LITQ),brassard@iro.umontreal.ca]
Peter Hoyer [ Odense University (IMADA),u2pi@imada.ou.dk]
Alain Tapp [ Universite de Montreal (LITQ),tappa@iro.umontreal.ca ]
Conjugated Operators in Quantum Algorithms
Authors:Peter Hoyer [ Odense University,u2pi@imada.ou.dk]
Quantum Computing and Counting Complexity
Authors:Lance Fortnow [ University of Chicago,fortnow@cs.uchicago.edu]
Classical Foundations of Oblivious Transfer
Authors:Christian Cachin [ MIT,http://theory.lcs.mit.edu/~cc]
Quantum computation of Fourier transforms over symmetric groups
Authors:Robert Beals [ University of Arizona,beals@math.arizona.edu]
Computation of polynomial invariants of quantum states and quantum codes
Authors:Markus Grassl [ IAKS, University of Karlsruhe,grassl@ira.uka.de]
Thomas Beth [ IAKS, University of Karlsruhe,EISS_Office@ira.uka.de]
Martin Roetteler [ IAKS, University of Karlsruhe,roettele@ira.uka.de]
Relationships between quantum and classical space-bounded complexity classes
Authors:John Watrous [ University of Wisconsin,watrous@cs.wisc.edu]
Multiparty Quantum Communication Complexity
Authors:Wim van Dam [ University of Oxford/CWI Amsterdam,wimvdam@mildred.physics.ox.ac.uk]
Peter Hoyer [ Odense University,u2pi@imada.ou.dk]
Alain Tapp [ Universite de Montreal,tappa@iro.umontreal.ca]
Quantum Bit Commitment from a Physical Assumption
Authors:Louis Salvail [ BRICS,salvail@brics.dk]
Quantum Entanglement Purification
Authors:Charles H. Bennett [ T.J. Watson Laboratories,bennetc@watson.ibm.com]
Gilles Brassard [ Universite de Montreal,brassard@iro.umontreal.ca]
Sandu Popescu
[ Newton Institute,s.popescu@newton.cam.ac.uk]
Benjamin Schumacher
[ Kenyon College,schumacb@kenyon.edu]
John A. Smolin [ T.J. Watson Laboratories,clsmolin@watson.ibm.com]
William K. Wootters [ Williams College,William.K.Wootters@williams.edu]
Complexity limitations on quantum computation
Authors:Lance Fortnow [ University of Chicago,fortnow@cs.uchicago.edu]
John Rogers [ DePaul University,rogers@cs.depaul.edu]
Quantum Communication Complexity
Authors:Harry Buhrman [ CWI, Amsterdam, The Netherlands,buhrman@cwi.nl]
Quantum Computer Algorithms and Interferometry
Authors:Michele Mosca [ University of Oxford,mosca@maths.ox.ac.uk]
Quantum Computation and Communication
Authors:Richard Cleve [ University of Calgary,cleve@cpsc.ucalgary.ca]
Quantum Robots and Quantum Computers
Authors:Paul Benioff [ Argonne National Lab, Argonne IL USA,pbenioff@anl.gov]
(canceled)
Simulating quantum operations with mixed environments
Authors:Isaac L. Chuang [ Los Alamos National Laboratory,ike@isl.stanford.edu]
David P. DiVincenzo [ IBM T.J.Watson Research Center,divince@watson.ibm.com]
John A. Smolin [ IBM T.J.Watson Research Center,smolin@watson.ibm.com]
Barbara M. Terhal [ University of Amsterdam,terhal@phys.uva.nl]
Noisy Quantum Computation- Solved Problems, Open Problems
Authors:Dorit Aharonov [ Hebrew University,doria@cs.huji.ac.il]
On Noncommutative Hidden Subgroups
Authors:Mark Ettinger [ Los Alamos National Laboratory,ettinger@lanl.gov]
Quantum attacks on classical bit commitment schemes
Authors:Gilles Brassard [ Université de Montréal,brassard@iro.umontreal.ca]
Claude Crépeau [ Université de Montréal,crepeau@iro.umontreal.ca]
Dominic Mayers [ Princeton University,mayers@cs.princeton.edu]
Louis Salvail [ BRICS,salvail@daimi.aau.dk]
How much information can one touch in k qbits ?
Authors:Amnon Ta-Shma [ ICSI,amnon@icsi.berkeley.edu]
Umesh Vazirani [ Berkeley,vazirani@cs.berkeley.edu]
Quantum key distribution is unconditionally secure.
Authors:Dominic Mayers [ Princeton,mayers@cs.princeton.edu]
Andrew Yao [ Princeton,yao@cs.princeton.edu]
Quantum Effects in Algorithms
Authors:Richard Jozsa [ University of Plymouth,rjozsa@plymouth.ac.uk]
Almost any quantum mechanical system can
perform rapid search
Authors:Lov K. Grover [ Lucent,lkg@mhcnet.lucent.com]
Alice, Bob and Eve in Quantumland
Authors:Tal Mor [ Université de Montréal (LITQ),mor@iro.umontreal.ca]
Quantum Channel Capacities
Authors:John Smolin [ T.J. Watson Laboratories,clsmolin@watson.ibm.com]
Quantum and Classical Information: Interactions and Reductions
Authors:Charles H. Bennett [ T.J. Watson Laboratories,bennetc@watson.ibm.com]
Quantum Lower Bounds by Polynomials
Authors:Robert Beals [ University of Arizona,beals@math.arizona.edu]
Harry Buhrman [ CWI,buhrman@cwi.nl]
Richard Cleve [ University of Calgary,cleve@cpsc.ucalgary.ca]
Michele Mosca [ University of Oxford,mosca@maths.ox.ac.uk]
Ronald de Wolf [ CWI,rdewolf@cwi.nl]