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Serge Gaspers

Sydney, Australia

http://www.cse.unsw.edu.au/~sergeg/

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25
What is the maximum number of stable marriages for an instance of the Stable Marriage Problem?
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24
Concepts in theoretical CS that would be approachable ages 8-14
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23
How many distinct colors are needed to lower-bound the choosability of a graph?
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22
Computational complexity of the 3-partition problem with distinct numbers
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22
Integer programming with a fixed number of variables
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17
References for Modular Decomposition
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17
What is the correct definition of $k$-tree?
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17
Super-polynomial time approximation algorithms for optimization problems
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16
Relation between fixed parameter and approximation algorithm
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15
Counting the number of vertex covers: when is it hard?
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13
What is the complexity class most closely associated with what the human mind can accomplish quickly?
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13
Problems with Unknown Single Exponential Time Agorithms
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12
Is there any triangle-free, star-cutset-free, circle graph, with more than n edges?
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11
Instance of FPT-reductions that is not a polynomial-time reduction
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11
"All-different hypergraph coloring" - known problem?
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11
Is parametrized maximum independent clauses problem in FPT?
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10
Monitoring PhD positions in TCS
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10
Computation of max H-free sets
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10
How large a treewidth can a tree plus half the edges have?
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9
Are there NP-complete problems with polynomial expected time solutions?
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9
Terminology for complete k-partite graph where k is not fixed
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9
Complexity of the edge-disjoint cycle covers
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8
SERF-reducibility and subexponential algorithms
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8
Other kinds of running time analysis besides worst-case, average-case, etc?
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7
Directed NP-hard problems on DAGs
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7
Can Lenstra's algorithm output all feasible solutions in O^*(f(k)) time where k is the number of variables and f is a computable function in k?
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7
enumerating all connected induced subgraphs
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7
Maximum Treewidth of a Graph with $m$ Edges
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6
Finding the longest path between two nodes in a bidirectional unweighted graph
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6
Is it known whether hypergraph minimal covers are P-enumerable?
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