Showing 1 - 9 of 9

1

A Randomized Subexponential Algorithm for Parity Games.
Viktor Petersson ; Sergei G. Vorobyov
Nord. J. Comput.. 8(3):324-345

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2

a randomized subexponential algorithm for parity games: A randomized subexponential algorithm for parity games
PeterssonViktor ; VorobyovSergei
Nordic Journal of Computing.

parity games Specification and verifi... mu-calculus model checki... Formal languages and aut... Game theory
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3

A Randomized Subexponential Algorithm for Parity Games
Petersson, Viktor ; Vorobyov, Sergei ; Petersson, Viktor ; et al.

Electronic Resource
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4

A randomized subexponential algorithm for parity games
Petersson, V ; Vorobyov, S ; Petersson, V ; et al.

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5

A combinatorial strongly subexponential strategy improvement algorithm for mean payoff games
BJORKLUND, Henrik ; VOROBYOV, Sergei
29th symposium on mathematical foundations of computer science MFCS 2004Discrete applied mathematics. 155(2):210-229

Control theory, operatio... Automatique, recherche o... Computer science Informatique Mathematics Mathématiques
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6

A combinatorial strongly subexponential strategy improvement algorithm for mean payoff games
Sergei Vorobyov ; Henrik Björklund
Discrete Applied Mathematics. 155:210-229

Iterative improvement Combinatorial linear pro... Applied Mathematics 0211 other engineering a... Ergodic partition 0102 computer and inform...
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7

On the ultimate complexity of factorials
Cheng, Qi
In Theoretical Computer Science 2004 326(1):419-429

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8

On the ultimate complexity of factorials
QI CHENG
Theoretical computer science. 326(1-3):419-429

Computer science Informatique Sciences exactes et tech... Exact sciences and techn... Sciences et techniques c... Sciences and techniques...
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9

On the ultimate complexity of factorials
Qi Cheng ; The Pennsylvania State University CiteSeerX Archives
http://www.cs.ou.edu/~qcheng/paper/factorial.pdf.

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