GEOMETRI BERHINGGA ATAS GF(PN) UNTUK MEMBENTUK ORTHOGONAL SERIES DESIGNS

Anisah , Anisah and Irawanto, Bambang (2008) GEOMETRI BERHINGGA ATAS GF(PN) UNTUK MEMBENTUK ORTHOGONAL SERIES DESIGNS. Jurnal Sains & Matematika . ISSN 0854-0675

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Abstract

Galois Fields GF (pn) where pn is a number of elements with p being a prime and n being an integer is used in creating Euclidean Geometry EG (2, pn), Projective Geometry PG (2, pn). EG (2, pn) can create a BIB design which always results in an Orthogonal Series 1 (OS1) with parameters and PG (2, pn) can create a BIB design which always results in an Orthogonal Series 2 (OS2) with parameters . Keywords : Galois Field GF (pn), Euclidean Geometry EG (2, pn), Projective Geometry PG (2, pn).

Item Type:Article
Subjects:Q Science > QA Mathematics
Divisions:Faculty of Science and Mathematics > Department of Mathematics
ID Code:1857
Deposited By:Mr. Matematika Admin
Deposited On:30 Nov 2009 12:33
Last Modified:30 Nov 2009 12:33

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