| 11. | The result holds over general ( algebraically closed ) fields.
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| 12. | The C 0 fields are precisely the algebraically closed fields.
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| 13. | But im just curious, how do you solve this algebraically ?:
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| 14. | Here more generally one can consider algebraically closed fields of prime characteristic.
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| 15. | There is no way to determine algebraically which team will earn a ring.
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| 16. | Not all matrices are diagonalizable ( even over an algebraically closed field ).
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| 17. | The surcomplex numbers form an algebraically closed transcendental elements.
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| 18. | Algebraically, it follows from solving [ 1 ] for
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| 19. | Algebraically, classical negation corresponds to semantics for classical and intuitionistic logic respectively.
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| 20. | They are algebraically inter-convertible with each other.
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