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Prove or disprove the existence of non-commutative division ring of order 4.

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Prove or disprove the existence of non-commutative division ring of order 4.

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Solution Summary

The existence of noncommutative division ring of order 4 is disproven. The expert proves or disproves the existence of non-communtative division rings of order 4.

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False.

If there exists a non-commutative division ring R of order 4, then all nonzero elements ...

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