Operator method of solving differential-difference equations of first order

Authors

  • B.Kh. Zhanbusinova
  • B.K. Shaykhmetova
  • A.K. Zhanbolova

Keywords:

differential-difference equation, processes with aftereffects, argument deviation, initial function, step method, operator, estimation

Abstract

This paper examines new method for solving differential - difference equation of first order. Solutions of the equation are constructed in a class C1[t0, t1].  For creation of the decision the integrated operator is entered. The estimations of the examined operators are got. The decision of differential - difference equation is got as a converging row.

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Published

2015-09-29

How to Cite

Zhanbusinova, B., Shaykhmetova, B., & Zhanbolova, A. (2015). Operator method of solving differential-difference equations of first order. Bulletin of the Karaganda University. Mathematics Series, 79(3), 40–43. Retrieved from http://mts.buketov.edu.kz/index.php/mathematics-vestnik/article/view/45

Issue

2015 (79) 3

Section

MATHEMATICS