| 1. | In this case, the transform is more than a simple scale factor.
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| 2. | For some constant scale factor ?, the new distribution will therefore satisfy:
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| 3. | It is equivalent to a homothetic transformation with scale factor equal to-1.
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| 4. | Since the size field cannot be expanded, a scaling factor is used.
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| 5. | Scaling factor of a transformation is computed by determinant of its matrix.
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| 6. | The HRTF phase can be described by the ITD scaling factor.
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| 7. | Some routers and packet firewalls rewrite the window scaling factor during a transmission.
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| 8. | The relation between watts and lumens is not just a simple scaling factor.
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| 9. | When scale varies noticeably, it can be accounted for as the scale factor.
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| 10. | Note that the product of all the scale factors is the Jacobian determinant.
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