| 1. | A field with no nontrivial algebraic extensions is called algebraically closed.
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| 2. | The above group can be described algebraically as well as geometrically.
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| 3. | Did he prove his theory algebraically or by trial and error?
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| 4. | A pencil of conics can represented algebraically in the following way.
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| 5. | Unfortunately, I can't arrive algebraically at this term.
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| 6. | Let be an algebraically closed field and be a subfield of.
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| 7. | Has only a single proper algebraic extension : algebraically closed.
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| 8. | Here an end is reached, as is algebraically closed.
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| 9. | The fact that the complex numbers are algebraically closed is required here.
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| 10. | F is not algebraically independent from " Z"
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