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Displaying 19 authors out of 19
BARABASI, L. (University of Notre Dame)
Internet Graphs and their Generation
BOLLOBAS, B. (The University of Memphis)
Graph Theory and Networks. Generation of Scale Free Graphs - Part ll
BONCINELLI, E. (SISSA, Trieste)
Overview of Genomics
BORGS, C. (Microsoft Research, Redmond)
The phase diagram of the integer partitioning problem
CULBERSON, J. (University of Alberta, Edmonton)
Empirical result on frozen development at the phase transition
FRANCO, J. (University of Cincinnati)
to be announced
GIUNCHIGLIA, E. (Università di Genova)
Planning problems
KIROUSIS, L. (University of Patras)
Lower bounds for the satisfiability threshold. Greediness pays
MARITAN, A. (SISSA, Trieste)
Protein folding as an optimization problem
MERTENS, S. (Otto-von-Guericke Universitat, Magdeburg)
Phase transition in multiprocessor scheduling
MONASSON, R. (Ecole Normale Supérieure, Paris)
Dynamics of Algorithms - Part l
Dynamics of Algorithms - Part ll
MONTANARI, A. (Ecole Normale Supérieure, Paris)
Error correcting codes
Static and dynamic rare events in hard combinatorial problems
MÉZARD, M. (Université de Paris-Sud, Orsay)
Statistical Mechanics of Disordered Systems - Part II
Statistical Mechanics of Disordered Systems - Part lll
PARISI, G. (Universita di Roma "La Sapienza")
Statistical physics and combinatorial optimization
SELMAN, B. (Cornell University, Ithaca)
Heuristic Algorithms - Part l
Heuristic Algorithms - Part ll
SINCLAIR, A. (University of California at Berkeley)
Mathematical Foundations of Markov Chain Monte Carlo Algorithms - Part l
Mathematical Foundations of Markov Chain Monte Carlo Algorithms - Part ll
Mathematical Foundations of Markov Chain Monte Carlo Algorithms - Part lll
TENG, S. (Boston University)
Smoothed analysis of algorithms: why the simplex algorithm usually takes polynomial time
WEIGT, M. (Georg-August Universität, Göttingen)
Vertex Covers on Random Graphs. A Statistical Mechanics Approach
Coloring random graphs
ZECCHINA, R. (the Abdus Salam ICTP, Trieste)
From analytic solutions to algorithms in the statistical physics approach to random 3-sat