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From Section 3.1 in [S09], about computing the coefficients for univariate monomials,
This computation can be simplified by observing that the part of the formula consisting of the two binomial coefficients where m appears can always be expressed as a product of k factors.
[S09] Smith, A. P. (2009). Fast construction of constant bound functions for sparse polynomials. Journal of Global Optimization, 43(2-3), 445-458.
[TP96] Trump, W., & Prautzsch, H. (1996). Arbitrarily high degree elevation of Bézier representations. Computer Aided Geometric Design, 13(5), 387-398.
The text was updated successfully, but these errors were encountered:
From Section 3.1 in [S09], about computing the coefficients for univariate monomials,
[S09] Smith, A. P. (2009). Fast construction of constant bound functions for sparse polynomials. Journal of Global Optimization, 43(2-3), 445-458.
[TP96] Trump, W., & Prautzsch, H. (1996). Arbitrarily high degree elevation of Bézier representations. Computer Aided Geometric Design, 13(5), 387-398.
The text was updated successfully, but these errors were encountered: