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Title: Lineární funkce a rekurentně zadané posloupnosti (Czech)
Author: Pražák, Pavel
Language: Czech
Journal: Rozhledy matematicko-fyzikální
ISSN: 0035-9343 (print)
Volume: 84
Issue: 1
Year: 2009
Pages: 6-12
Category: math
Summary: The paper demonstrates a way how to find a formula for the nth term of a sequence that is given recursively. We concentrate only on a special case when the sequence is given by a linear recurrence relations of the first order with constant coefficients. There are given two applications of the derived formula at the end of the paper. Particularly we formulate and solve a problem of mortgage of loans and a problem of Towers of Benares which is also known as a problem of Towers of Hanoi. (English)
Date available: 2017-05-05T05:30:23Z
Last updated: 2017-05-05
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