| 1. | Likewise, the non-negative rational numbers and the non-negative real numbers form semirings.
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| 2. | FTA : Complex numbers form a closed field somehow with real numbers.
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| 3. | A number form from one of Francis Galton's ( 1881b ) subjects.
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| 4. | In the plane, split-complex numbers and dual numbers form alternative topological rings.
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| 5. | After defining multiplication, the decimal numbers form a positive, totally ordered, commutative semiring.
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| 6. | Verbs can have over 100 different aspect, tense, voice, mood and number forms.
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| 7. | The algebraic numbers form a subfield of the real numbers.
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| 8. | The dual numbers form a local ring since there is a unique maximal ideal.
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| 9. | He meant that the real numbers form the " largest"
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| 10. | Is there such a number involving i that can't be expressed in complex-number form?
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