Graph theory, computational intelligence and thought essays dedicated to Martin Charles Golumbic on the occasion of his 60th Birthday /
Martin Charles Golumbic has been making seminal contributions to algorithmic graph theory and artificial intelligence throughout his career. He is universally admired as a long-standing pillar of the discipline of computer science. He has contributed to the development of fundamental research in art...
| Other Authors: | Golumbic, Martin Charles., Lipshteyn, Marina., Levit, V. E., McConnell, Ross M., SpringerLink (Online service) |
|---|---|
| Format: | eBook |
| Language: | English |
| Published: |
Berlin ; New York :
Springer,
©2009.
Berlin ; New York : [2009] |
| Physical Description: |
1 online resource (xiv, 226 pages) : illustrations (some color). |
| Series: |
Lecture notes in computer science ;
5420. Lecture notes in computer science. Festschrift. LNCS sublibrary. Theoretical computer science and general issues. |
| Subjects: |
Table of Contents:
- Landmarks in Algorithmic Graph Theory: A Personal Retrospective
- A Higher-Order Graph Calculus for Autonomic Computing
- Algorithms on Subtree Filament Graphs
- A Note on the Recognition of Nested Graphs
- Asynchronous Congestion Games
- Combinatorial Problems for Horn Clauses
- Covering a Tree by a Forest
- Dominating Induced Matchings
- HyperConsistency Width for Constraint Satisfaction: Algorithms and Complexity Results
- Local Search Heuristics for the Multidimensional Assignment Problem
- On Distance-3 Matchings and Induced Matchings
- On Duality between Local Maximum Stable Sets of a Graph and Its Line-Graph
- On Path Partitions and Colourings in Digraphs
- On Related Edges in Well-Covered Graphs without Cycles of Length 4 and 6
- On the Cubicity of AT-Free Graphs and Circular-Arc Graphs
- O(m logn) Split Decomposition of Strongly Connected Graphs
- Path-Bicolorable Graphs
- Path Partitions, Cycle Covers and Integer Decomposition
- Properly Coloured Cycles and Paths: Results and Open Problems
- Recognition of Antimatroidal Point Sets
- Tree Projections: Game Characterization and Computational Aspects.