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Abelion Group
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Properties of an (Abelion) Group - Introductory Number Theory
Terms in this set (4)
Associative
(For all choices a,b,c in G) (a
b)
c = a
(b
c)
Identity Element
(There is an identity element e in G so that) a
e = a = e
a (for all a in G)
Inverse Element
(For each a in G, there is a corresponding inverse element a^-1) such that a
a^-1 = e = (a^-1)
a
Abelion Property
a
b = b
a (For all a, b in G)
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