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ORCIDDiscrete Applied Mathematics, Volume 153
Volume 153, Numbers 1-3, 1 December 2005
- Lefteris M. Kirousis, Evangelos Kranakis
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Special Issue on Typical Case Complexity and Phase Transitions. 1 - Adam Beacham, Joseph C. Culberson:
On the complexity of unfrozen problems. 3-24 - Paul Beame, Joseph C. Culberson, David G. Mitchell, Cristopher Moore:
The resolution complexity of random graph k-colorability. 25-47 - Nadia Creignou, Hervé Daudé, John V. Franco:
A sharp threshold for the renameable-Horn and the q-Horn properties. 48-57 - Tassos Dimitriou:
SAT distributions with planted assignments and phase transitions between decision and optimization problems. 58-72 - András Faragó:
On the typical case complexity of graph optimization. 73-88 - John V. Franco:
Typical case complexity of Satisfiability Algorithms and the threshold phenomenon. 89-123 - Yong Gao, Joseph C. Culberson:
Resolution complexity of random constraint satisfaction problems: Another half of the story. 124-140 - Gabriel Istrate:
Threshold properties of random boolean constraint satisfaction problems. 141-152 - Ulrich Voll:
A novel giant-subgraph phase-transition in sparse random k-partite graphs. 153-181
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