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august_tynz poenyaa
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Just another WordPress.com weblog
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august_tynz poenyaa
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2026-03-05 03:30:01
raw text
august_tynz poenyaa | Just another WordPress.com weblog august_tynz poenyaa GRUP SIKLIK June 17, 2010 at 11:06 pm ( MATHEMATIC ) Definisi – Terhadap perkalian Grup (G, .) disebut siklik, bila ada elemen a ∈ G sedemikian hingga G ={a n | n ∈ Z}. Elemen a disebut pembangun dari grup siklik tersebut. Dinotasikan = H – Terhadap penjumlahan Grup (G,+) disebut siklik, bila ada elemen a ∈ G sedemikian hingga G ={na | n ∈ Z}. Jadi, dalam bahasa indonesianya, grup siklik adalah suatu orde dari suatu grup yang setiap unsurnya dapat ditulis sebagai perpangkatan (positif atau negetif) atau perkalian dari suatu unsur tetap dari Grup Tersebut, dengan kata lain grup siklik adalah grup yang dibangun oleh satu unsur. Jika G grup dan a G maka Read the rest of this entry » Permalink 2 Comments ISOMORFISMA June 17, 2010 at 11:05 pm ( MATHEMATIC ) Definisi Sebuah isomorfisma dari grup G ke grup G...
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