Math — Group Theory
Group axioms and Lagrange's theorem.
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\text{closure, associativity, identity, inverse}
a * a^{-1} = e
|G| = \text{order of the group}
|H| \;\big|\; |G| \quad \text{(Lagrange)}
Group axioms and Lagrange's theorem.
\text{closure, associativity, identity, inverse}
a * a^{-1} = e
|G| = \text{order of the group}
|H| \;\big|\; |G| \quad \text{(Lagrange)}