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On the order of odd integers modulo $2^n$
- Authors
- Jung, Soon-Mo; Nam, Doyun; Rassias, Michael Th
- Issue Date
- Oct-2019
- Publisher
- UNIV BELGRADE, FAC ELECTRICAL ENGINEERING
- Keywords
- Order of odd integers; primitive root; Euler totient function
- Citation
- APPLICABLE ANALYSIS AND DISCRETE MATHEMATICS, v.13, no.2, pp.619 - 631
- Journal Title
- APPLICABLE ANALYSIS AND DISCRETE MATHEMATICS
- Volume
- 13
- Number
- 2
- Start Page
- 619
- End Page
- 631
- ISSN
- 1452-8630
- Abstract
- In this paper, we investigate the order of odd integers of the forms 2(j)u + 1 and 2(j)u + 3 modulo 2(n), where j is an integer with j >= 2, u is an odd positive integer, and n is an integer with n >= j + 3.
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