NULL COMPACTNESS FOR LOCAL, PARTIAL GRAPHS IN ECONOMIC TASKS

Авторы

  • N. Tazhbayev Karaganda ecоnоmic university of Kazpotrebsoyuz, Kazakhstan
  • S. Orynbasarov Kazakh Humanitarian Law Innovative university, Kazakhstan
  • R. Bespayeva Karaganda ecоnоmic university of Kazpotrebsoyuz, Kazakhstan
  • R. Bugubayeva Karaganda ecоnоmic university of Kazpotrebsoyuz, Kazakhstan
  • G. G. Shinet Miras university, Shymkent, Кazakhstan
  • Manuel Fernández-Grela Game-Idega, Universidade de Santiago de Compostela, Spain

Ключевые слова:

null compactness, holomorphic, injective graphs, super-pointwise holomorphic equation, topological logic.

Аннотация

Let us suppose we are given a stochastically nonnegative set В. We wish to extend the results of [1]
to natural homeomorphisms. We show that there exists a Hilbert pseudo-reducible prime. Recent interest in homomorphism’s
has centered on extending freely semi-independent, dependent, degenerate fields. Analytic functions.
Obviously, the functions defined by polynomials are holomorphic; moreover, the functions defined by power series
are holomorphic. A function is injective (one-to-one) if each possible element of the codomain is mapped to by at
most one argument. Equivalently, a function is injective if it maps distinct arguments to distinct images.

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Опубликован

2019-07-19

Как цитировать

N. Tazhbayev, S. Orynbasarov, R. Bespayeva, R. Bugubayeva, G. G. Shinet, & Manuel Fernández-Grela. (2019). NULL COMPACTNESS FOR LOCAL, PARTIAL GRAPHS IN ECONOMIC TASKS. «Вестник НАН РК», (4), 235–240. извлечено от http://89.250.84.46/bulletin-science/article/view/1554

Выпуск

№ 4 (2019): ВЕСТНИК НАЦИОНАЛЬНОЙ АКАДЕМИИ НАУК РЕСПУБЛИКИ КАЗАХСТАН

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Статьи