On the division algorithm with remain in a ring of polynomials of N-variables

Автор: Saparbaev Yu.sh., Taydzhikova A.B., Esentaev S.B., Tugulchieva V.S., Bisengaliev R.A.

Журнал: Теория и практика современной науки @modern-j

Рубрика: Основной раздел

Статья в выпуске: 10 (88), 2022 года.

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As is known, the ring of polynomials in one variable is a Euclidean ring, which means that for any two polynomials there is also a unique pair of polynomials for which or r(x)=0. In this article, we will consider a generalization of the procedure for finding the quotient and remainder to the case of a ring . As we will see, in this case, the situation is not as clear-cut as in

Polynomial, remainder, quotient, ideal

Короткий адрес: https://sciup.org/140295452

IDR: 140295452

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