A Transcendental Unbounded Continued Fraction Expansions over A Finite Field
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Published:2021-03-31
Issue:
Volume:
Page:115-122
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ISSN:2460-0245
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Container-title:Journal of the Indonesian Mathematical Society
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language:
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Short-container-title:JIMS
Author:
Ghorbel Rima,Kthiri Hassen
Abstract
Let Fq be a finite field and Fq((X−1 )) the field of formal power series with coefficients in Fq. The purpose of this paper is to exhibit a family of transcendental continued fractions of formal power series over a finite field through some specific irregularities of its partial quotients
Publisher
Indonesian Mathematical Society
Subject
General Agricultural and Biological Sciences