FIRST ORDER LINEAR DIFFERENCE EQUATIONS WITH APPLICATIONS
FIRST ORDER LINEAR DIFFERENCE EQUATIONS WITH APPLICATIONS
DOI:
https://doi.org/10.52754/16948645_2023_2_132Keywords:
linear difference equations, first-order equations, solution formula, solution of equations with general right-hand side, new approach to solving difference equationsAbstract
Difference equations are a wonderful tool for studying the reality surrounding a person. They fully illustrate the statement of the great mathematician Jules Henri Poincaré: "Mathematics is the art of calling different things by the same name." Despite this, unfortunately, they do not occupy a worthy place in the training programs of physicists, economists, political scientists and other scientists. Perhaps the fact is that there is not enough clear and interestingly written materials on the relevant topic. We hope that the presented material will help to overcome this shortcoming to some extent.
References
Bailey, D. Mathematics in Economics [Текст] / D. Bailey — McGraw-Hill, Inc, Bercshire, England, 1998. — 485 p.
Guterman, M.M., Nitecki, Z.H., Differential Equations. A Fist Course. [Текст]/ M.M. Guterman, Z.H. Nitecki - Philadelphia: Saunders College Publishing, 1988. — 689 p.
Томас, Р. Количественные методы анализа хозяйственной деятельности [Текст] / Р. Томас — М.: ДиС, 1999. — 432с.
Sydsaeter K., Hammond P.J. Mathematics for economic analysis. Pearson Education India, 2002. — 800 p.
Камчыбеков Т.К., Кыдыралиев С.К., Урдалетова А.Б. Основы финансовых и инвестиционных расчетов. – Бишкек: Аркус, 2017. —176 с.
Kydyraliev S.K., Urdaletova A.B., Doolotova A.A. Introduction to linear difference equations. Chapter in book Advances in Mathematics Research. Nova Science Publishers. V. 32. USA. 2022. 111-128 pp.
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