| 1. | Here nat is a type, and z and s are constant terms.
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| 2. | Since the coefficient doesn't affect likeness, all constant terms are like terms.
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| 3. | The constant term and the sum are invariant under rotation only.
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| 4. | As the interval increases, the contribution of the constant term grows in proportion.
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| 5. | The degree of a constant term and of a nonzero constant polynomial is 0.
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| 6. | Where \ alpha _ i is the constant term for the i th strata.
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| 7. | Alexander's choice of normalization is to make the polynomial have a positive constant term.
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| 8. | Hence in line 3 we can absorb it into the constant term at the end.
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| 9. | This sum is thus equal to the constant term's regressor, the first vector of ones.
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| 10. | Consider the submodule " K " consisting of all those polynomials with zero constant term.
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