Factorization in Finite Geometry

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Factorization in Finite Geometry_Oladejo et.al 2019.pdf(589.29 KB)
Date
2019-05-01
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rsis international
Abstract
This work centres on non-near-linear finite geometry. In it, lines in ๐’(๐’ƒ) ร— ๐’(๐’ƒ) for factorized as lines of ๐’(๐’‘๐’‹) ร— ๐’Œ๐’‹=๐Ÿ ๐’(๐’‘๐’‹), where ๐’‘๐’‹โ€ฒs are primes and ๐’‘๐Ÿ,๐’‘๐Ÿ,โ€ฆ,๐’‘๐’Œ are relatively prime. Using the method of Good[18] which was built on Chinese remainders theorem, an isomorphism was established between๐‘ฎ(๐’ƒ) for ๐’ƒ a non-prime and ๐‘ฎ(๐’‘๐’‹) ๐’Œ๐’‹=๐Ÿ where ๐’‘๐’‹ is a prime.
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https://www.rsisinternational.org/journals/ijrias/DigitalLibrary/Vol.4&Issue2/149-153.pdf
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https://kwasuspace.kwasu.edu.ng/handle/123456789/6947
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