| 1. | The transition map between these two charts is the multiplicative inverse.
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| 2. | For multiplication it fails because 0 does not have a multiplicative inverse.
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| 3. | If has a multiplicative inverse modulo, this gcd must be 1.
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| 4. | So, a modular multiplicative inverse of has been calculated.
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| 5. | Therefore, a modular multiplicative inverse can be found directly:
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| 6. | :: No, he is not talking about the multiplicative inverse.
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| 7. | But the multiplicative inverse of these numbers shall give 1.
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| 8. | Spherical inversion can be achieved by taking the multiplicative inverse of vectors.
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| 9. | In modular arithmetic, some numbers have a multiplicative inverse with respect to the modulus.
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| 10. | The algorithm is very similar to that provided above for computing the modular multiplicative inverse.
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