MUSTAQIL TA’LIM JARAYONIDA O‘QITISHNING ZAMONAVIY USULLARIDAN FOYDALANISH
Atamuradova Dilshoda Ravshankulovna, o‘qutuvchi, Toshkent Davlat Pedagogika Universiteti
Ключевые слова:
Mustaqil ish, “loyiha” metodi, ochiq harakat, akslantirish, funktorАннотация
Ushbu maqolada “Open ( -open) action and functor of hyperspace” мавзуни мустақил ўрганишда “Лойиҳа” методи орқали назарий билимларини мустаҳкамлаш учун қисқача тавсия берилди. Mavzuni “loyiha” metodiga qo‘llashdan maqsad o‘quvchilarni mustaqil fikrlashga, o‘z fikr va mulohazalarini to‘liq ifodalashga o‘rgatishdir.
Библиографические ссылки
W. Y. Hsiang, Cohomological theory of topological transformation groups. (Mir, Moscow, 1979).
G. E. Bredon, Introduction to compact transformation groups. (Academic Press. New York – London, 1972).
A. Pelczynski, Linear extensions, linear averagings, and their applications to linear topological classification of spaces of continuous func- tions. (Mir, Moscow, 1972).
R. Haydon, “On a problem of pelczynski: Milutin spaces, dugundji spaces and ae(0–dim).” Studia Math., 52 (1974).
Атамуродова.Д, Мадраемова А. Топологик фазо базаси. //Илм Сарчашмалари, 2021 йил, № 9, 22-24 б.
V. V. Uspenskii, “Topological groups and dugundji compacta,” Matematicheskii. Sornik. 180 (1989).
K. L. Kozlov and V. A. Chatyrko, “Topological groups of transformations and dugunji bicompacts,” Matematicheskii.
Sornik. 201, 1 (2010).
K. L. Kozlov and V. A. Chatyrko, “The maximal g-compactifications of g-spaces with special actions,” in Proc. 9-th Prague Topological Symposium, Topol. Atlas, North Bay, ON, Praga, Vol. – (2002) pp. 15–21.
A. A. Zaitov and D. I. Jumayev, “Hyperspace of the π-complete spaces and maps.” Eurasian Math. J. 12, 104–110 (2021),
https://doi.org/10.32523/2077-9879-2021-12-2-104-110.
A. A. Zaitov, “The functor of order-preserving functionals of finite degree.” Journal of Mathematical Sciences 133, 1602–1603 (2006), https://doi.org/10.1007/s10958-006-0071-4.
R. B. Beshimov, D. N. Georgiou, and N. K. Mamadaliyev, “On τ-bounded spaces and hyperspaces.” Filomat 36, 187–193 (2022),
https://doi.org/10.2298/FIL2201187B.
S. M. Perovich, S. I. Bauk, and M. D. Jovanovic, “Concerning an analytical solution of some families of nonlinear functional equations,” in AIP Conference Proceedings, edited by AIP Publishing (2007) pp. 412–415, doi: http://dx.doi.org/10.1063/1.2790165.
Атамуродова.Д, Хайдарова И. М. Рекомендации по самостоятельному изучению темы «akсиомы отделимости топологических пространств» №61(90) 2021г
Д.Р.Атамурадова. Рекомендации по самостоятельному изучению темы «Топологические пространства.
Открытые и замкнутые множества». //Научный вестник Ташкентского государственного педагогического университета. 2020, №62, стр. 271-274.
