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Every finite integral domain is a field. The only thing we need to show is that a typical element a ≠ 0 has a multiplicative inverse. Consider a, a2, a3, .. Since there are only finitely many elements we must have am = an for some

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Every Finite Integral domain is a field | Abstract Algebra

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Introduction to Ring, Field and Integral Domain - Algebraic Structures - Discrete Mathematics

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