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Skripsi

Lapangan Galois / Badriyah

Abstrak
For each prime p the set Zp 0 1 2 p-1 with addition modulo p and multiplication modulo p has structure of field. The order of field Zp is p. Because of that field Zp is a Galois field of order p. So for each positive integer n there is a finite field of order pn and call it the Galois field of order pn denoted by GF(pn). In this skripsi we will present additive and multiplicative structure of Galois field and then subfield of Galois field. The additive structure of Galois field GF(pn) isomorphic to and multiplicative structure of Galois field GF(pn) isomorphic to . The subfield of GF(pn) has pm order for some divisor m of n.

Informasi Detail
DDC
Rs 512.32 BAD l
Prodi
Skripsi (Sarjana)--Universitas Negeri Malang. Jurusan Matematika, .
Deskripsi Fisik
v, 38 hlm. : tab. ; 30 cm
Bahasa
Indonesia
No Reg
00086/KI/08
Edisi
Skripsi (Sarjana)--Universitas Negeri Malang. 2007
Subjek
1. LAPANGAN GALOIS
Pembimbing
1. I MADE SULANDRA ; 2. ERRY HIDAYANTO
Lampiran Berkas