Computational Complexity of SAT, XSAT and NAE-SAT for linear and mixed Horn CNF formulas Inaugural-Dissertation zur Erlangung des Doktorgrades der Mathematisch-Naturwissenschaftlichen…

Slide 1Model Checking Base on Interoplation K. L. McMillan Cadence Berkeley Labs Slide 2 Copyright 2002 Cadence Design Systems. Permission is granted to reproduce without…

Slide 1Exploring the border between P and NP Uriel Feige Weizmann Institute 1 Slide 2 Computational Intractability Convention: tractable = polynomial time. When a computational…

1.Effects of a Deterministic Hill Climber on hBOAElizabeth Radetic, Martin Pelikan, and David E. Goldberg Missouri Estimation of Distribution Algorithms Laboratory (MEDAL)University…

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Slide 1 Phase Transitions of PP-Complete Satisfiability Problems D. Bailey, V. Dalmau, Ph.G. Kolaitis Computer Science Department UC Santa Cruz Slide 2 Phase Transition Phenomena…

Slide 1 Faster SAT and Smaller BDDs via Common Function Structure Fadi A. Aloul, Igor L. Markov, Karem A. Sakallah University of Michigan Slide 2 Motivation Hole-7 Instance…

Slide 1 1 Linear-time Reductions of Resolution Proofs Omer Bar-Ilan Oded Fuhrmann Shlomo Hoory Ohad Shacham Ofer Strichman Technion Slide 2 2 Resolution Binary resolution:…

Slide 1 It’s all about the support: a new perspective on the satisfiability problem Danny Vilenchik Slide 2 SAT – Basic Notions 3CNF form: F = ( x 1 Ç x 2 Ç ¬x 5 )…

Slide 1 1 BLACKBOX: A New Approach to the Application of Theorem Proving to Problem Solving Bart Selman Cornell University Joint work with Henry Kautz AT&T Labs Slide…