KUBQIRRALARI USTIDA QUVISH MASALASI
Annotasiya
Ma’lumki, kub dеganda faqat uning qirralaridan iborat, ya’ni simdan yasalganday shakl nazarda tutilishini qayd etib qo‘yamiz. Quvish va qochish jarayonida qatnashuvchi nuqtalar mana shu shakl, ya’ni kubning qirralari bo‘ylab harakat qilishi lozim. Bunda quvuvchilarning eng katta tеzligi u qochuvchiniki esa v ga tеng (u v , – tayin musbat sonlar). Kubqirralari ustida quvish masalasi muzoka olib borilgan.
Kalit so‘zlar:
Quvish kub shakl chiziq qirra qochuvchiBibliografik manbalar
Azamov, A.A.; Ibaydullaev, T.; Ibragimov, G.I.; Alias, I.A. Optimal number of pursuers in the differential games on the 1-skeleton of orthoplex. Symmetry 2021, 13, 2170. [CrossRef]
Bulgakova, M.A.; Petrosyan, L.A. Multistage games with pairwise interactions on full 345 graph. Mat. Teor. Igr Pril. 2019, 11, 3–20.
Bonato, A.; Golovach, P.; Hahn, G.; Kratochvil, J. The capture time of a graph. Discret. Math. 2009, 309, 5588–5595. [CrossRef]
Bonato, A.; Nowakowski, R.J. The game of cops and robbers on graphs. In Student Mathematical Library; American MathematicalSociety: Providence, RI, USA, 2011; Volume 61, p. 276.
Gavenˇciak, T. Cop-win graphs with maximum capture-time. Discret. Math. 2010, 310, 1557–1563. [CrossRef]
Petrosyan, L.A.; Sedakov, A.A. Multi-step network game with full information. Math. Theory Games Its Appl. 2009, 1, 66–81.
Rahmonova H., Tursunova D. Parallelopiped ustida quvish va qochish masalasi. «Yosh matematiklarning yangi teoremalari – 2022» ilmiy anjuman tezislari to‘plami. Namangan, O‘zbekiston, 13-14 may, 2022 yil. 183-184 betlar
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