Clarify scope of coefficient positivity in log assessment
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@@ -56,8 +56,8 @@ This retains the original roots whose coefficient vectors are positive. The
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Gauss-Legendre nodal basis has sign-changing basis functions, so positive `r_j`
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Gauss-Legendre nodal basis has sign-changing basis functions, so positive `r_j`
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does not imply nonnegative `rho_h`. In particular, taking logarithms of the
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does not imply nonnegative `rho_h`. In particular, taking logarithms of the
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already-positive coefficients at the measured n=1.5 root and applying this
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already-positive coefficients at the measured n=1.5 root and applying this
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coordinate change would reproduce its negative polynomial exactly. No additional
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coordinate change would reproduce its negative polynomial exactly. Requiring
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constraint on positive coefficients removes that root.
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positive coefficients alone does not remove that root.
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### A pointwise exponential of an independent FE field
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### A pointwise exponential of an independent FE field
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