Publications
Scientific publications
А.А. Азамов, А.Ш. Кучкаров, А.Г. Холбоев.
Игра преследования-убегания на реберном остове правильных многогранников. III
// Математическая Теория Игр и ее Приложения, т. 11, в. 4. 2019. C. 5-23
Abdulla A. Azamov, Atamurat Sh. Kuchkarov , Azamat G. Holboyev. The pursuit-evasion game on the 1-skeleton graph of the regular polyhedron. III // Mathematical Game Theory and Applications. Vol 11, No 4. 2019. Pp. 5-23
Keywords: pursuit-evasion game, approach problem, evasion problem, positional strategy, counter strategy, exact catch, regular polyhedron with 24 vertices, regular polyhedron with 120 vertices, one-dimensional graph.
It is considered a game between a group of n pursuers and one
evader moving with the same maximal speed along 1-skeleton of a given
regular polyhedron. In this paper it is considered the case of the regular
polyhedrons with 24 and 120 vertices in the space R4. It is proven that
if n ≤ 2, then the evader wins in the game, and to the evader, if n ≥ 3
then the game finishes successfully for the group of pursuers.
evader moving with the same maximal speed along 1-skeleton of a given
regular polyhedron. In this paper it is considered the case of the regular
polyhedrons with 24 and 120 vertices in the space R4. It is proven that
if n ≤ 2, then the evader wins in the game, and to the evader, if n ≥ 3
then the game finishes successfully for the group of pursuers.
Indexed at RSCI, RSCI (WS)
vol_11_4_05-23_azimov.pdf (825 Kb, total downloads: 88)
Last modified: December 20, 2019