Polynomial as a Sum of Periodic Functions

Authors

  • Alexander Yurievich Evnin South Ural State University

Keywords:

periodic functions, counterexamples in the analysis

Abstract

It is proved that an arbitrary polynomial of degree n representatives as a sum of periodic functions, the minimum number of terms in this sum is n+1.

Author Biography

Alexander Yurievich Evnin, South Ural State University

Cand. Sc. (Pedagogical), Associate Professor, Applied Mathematics Department

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Published

2013-10-25

Issue

Vol. 5 No. 2 (2013)

Section

Short communications