Estimation of the Complexity of the Potential Transformation Algorithm for Solving Cyclic Games on Graphs


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Resumo

The upper bound on the complexity of the potential transformation algorithm for solving cyclic games on graphs is improved. This bound is close to the lower bound on the complexity of the potential transformation algorithm. The optimal deviation problem is reduced to a cyclic game on a directed graph.

Sobre autores

I. Bashlaeva

Volgograd State University

Autor responsável pela correspondência
Email: bashlaeva_ia@volsu.ru
Rússia, Volgograd, 400062

D. Kovkov

Federal Research Center Computer Science and Control, Russian Academy of Sciences

Email: bashlaeva_ia@volsu.ru
Rússia, Moscow, 119333

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