Scientific publications

А.А. Азамов, А.Г. Холбоев.

О числе преследователей, гарантирующем поимку убегающего в игре на графе ребер икосаэдра

// Математическая Теория Игр и ее Приложения, т. 16, в. 3. 2024. C. 3-13

Abdulla A. Azamov, Azamat G. Holboyev. On the number of pursuers that guarantees the capture of the evader in the game on the graph of icosahedral edges // Mathematical game theory and applications. Vol 16. No 3. 2024. Pp. 3-13

Keywords: pursuit problem, evasion problem, pursuers strategy, geometric graph, icosahedron

The article is devoted to the study of the change in the optimal number of pursuers when removing one edge in a differential game on graphs. It is shown that when one edge of the icosahedron is removed, two pursuers are sufficient to capture the evader, whereas for the icosahedron itself, this number is 3.

Indexed at RSCI, RSCI (WS)

vol16_3_03_azamov.pdf (499 Kb, total downloads: 58)

Last modified: October 8, 2024