Publication detail

The composition of polynomials by the substitution principle

KUREŠ, M.

Czech title

Skládání polynomů pomocí substitučního principu

English title

The composition of polynomials by the substitution principle

Type

journal article - other

Language

en

Original abstract

The composition of polynomials is studied from the purely algebraic point of view. Namely, a composition is defined for n-tuples of polynomials and it is proved that they then form a composition ring.

Czech abstract

Z čistě algebraického hlediska se studuje skládání polynomů. Zejména je skládání definováno pro n-tice polynomů a je pak dokázáno, že ty pak tvoří kompoziční okruh..

English abstract

The composition of polynomials is studied from the purely algebraic point of view. Namely, a composition is defined for n-tuples of polynomials and it is proved that they then form a composition ring.

Keywords in Czech

Polynom, polynomiální zobrazení, kompoziční okruh

Keywords in English

Polynomial, polynomial map, composition ring

RIV year

2010

Released

30.12.2010

Publisher

Taru Publications

ISSN

0972-0529

Journal

Journal of Discrete Mathematical Sciences & Cryptography

Volume

13

Number

6

Pages from–to

543–552

Pages count

10

BIBTEX


@article{BUT49967,
  author="Miroslav {Kureš},
  title="The composition of polynomials by the substitution principle",
  journal="Journal of Discrete Mathematical Sciences & Cryptography",
  year="2010",
  volume="13",
  number="6",
  month="December",
  pages="543--552",
  publisher="Taru Publications",
  issn="0972-0529"
}