On the Number of Irreducible Linearised Coverings for Subsets in Finite Fields

Authors

  • Hovhannes K. Nurijanyan Yerevan State University

Abstract

We present lower and upper bounds for the number of irreducible linearised coverings of subsets in a finite field with characteristic greater than 2. In case of finite field with characteristic equal to 2, these bounds are obtained by Alexanian.

Author Biography

Hovhannes K. Nurijanyan, Yerevan State University

Department of Applied Mathematics and Informatics

References

В. Габриелян, “О метрических характеристиках, связанных с покрытиямиподмножеств конечных полей смежными классами линейных подпространств”,Институт проблем информатики и автоматизации, Ереван, 2004.

А. Алексанян, Дизъюнктивные нормальные формы над линейными функциями (Теория и приложения), Ереванский государственный университет 1990.

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Published

2021-12-10

How to Cite

Nurijanyan, H. K. . (2021). On the Number of Irreducible Linearised Coverings for Subsets in Finite Fields. Mathematical Problems of Computer Science, 33, 66–72. Retrieved from http://mpcs.sci.am/index.php/mpcs/article/view/333

Issue

Vol. 33 (2010): Mathematical Problems of Computer Science

Section

Articles

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