Splitting of PG(1,27) by Sets, Orbits, and Arcs on the Conic
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Published:2021-07-01
Issue:
Volume:
Page:1979-1985
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ISSN:2312-1637
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Container-title:Iraqi Journal of Science
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language:
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Short-container-title:eijs
Author:
Abdulkareem Emad Bakr
Abstract
This research aims to give a splitting structure of the projective line over the finite field of order twenty-seven that can be found depending on the factors of the line order. Also, the line was partitioned by orbits using the companion matrix. Finally, we showed the number of projectively inequivalent -arcs on the conic through the standard frame of the plane PG(1,27)
Publisher
University of Baghdad College of Science
Subject
General Biochemistry, Genetics and Molecular Biology,General Chemistry,General Computer Science
Cited by
1 articles.
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