| 1. | It can be considered as a simple additive inverse of similarity.
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| 2. | What is the additive inverse of the sum of negative 2 and negative 3?
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| 3. | Hence, pairs of additive inverse elements and are always associated.
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| 4. | If + is associative ( for all,, ), then an additive inverse is unique.
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| 5. | The additive inverse of is denoted by below ).
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| 6. | In keeping with the characteristic being 2, the nimber additive inverse of the ordinal is itself.
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| 7. | Multiplication can be thought of as " 1 yields the additive inverse of a number.
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| 8. | In particular, a semiadditive category is additive if and only if every morphism has an additive inverse.
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| 9. | The concept of evenness or oddness is defined for functions whose domain and image both have an additive inverse.
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| 10. | Consequently, the imaginary units, ? have additive inverse equal to multiplicative inverse, and are the only complex numbers with this property.
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