KARAKTERISTIK RING BILANGAN BULAT P-ADIC
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Abstract
A p-adic integers is a formal series of a=∑_a_iP^i where 0≤a_i≤p-1 where the set of all p-adic numbers is denoted as Z_p. One of particular property of Z_p is (Z_p,+,∙) is a commutative ring with identity element. In particular, in this research, we will prove that ring Z_p is an integral domain. Furthermore, we will investigate the form of unit element and also the form of all ideals in ring Z_p.
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Section
Algebra
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