Sequences of complex numbers resembling the Fibonacci series

Horacio A. Caruso, Sebastián M. Marotta

Resumo


Each term of the classical Fibonacci sequence of numbers is the sum of the two previous terms of the sequence. If instead of the sum the third term is an addition or a subtraction of the two previous terms, one of them multiplied by a constant, new and rich sequences are obtained. Some of the properties of these sequences are herein studied by means

of numerical procedures, incorporating the condition that each term, including the constant, are complex numbers


Palavras-chave


caminhadas aleatórias; difusão; caminhantes octupus; movimento browniano

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Revista Ciências Exatas e Naturais - RECEN. Universidade Estadual do Centro-Oeste - UNICENTRO/PR, BRASIL.

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ISSN 2175-5620 ON LINE; 1518-0352 IMPRESSO