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As pointed out in #7687, our Lagrange polynomials underflow in case we have more than a few hundreds of points. We should take one of the following three steps:
Equip polynomials with variable-length evaluation, i.e., break the Lagrange polynomial sequence (x_i-x_0)(x_i-x_1)...(x_i-x_n) into several parts if we use more than 100 points or so. It would add quite some extensive logic to what is supposed to be a simple problem. If nobody sees a need for polynomials of such a high degree, I would not like to do this.
Disable constructing the collocation polynomial if the number of quadrature points is very high, and make sure that we do not use this path anywhere in FEEvaluation.
The text was updated successfully, but these errors were encountered:
As pointed out in #7687, our Lagrange polynomials underflow in case we have more than a few hundreds of points. We should take one of the following three steps:
(x_i-x_0)(x_i-x_1)...(x_i-x_n)
into several parts if we use more than 100 points or so. It would add quite some extensive logic to what is supposed to be a simple problem. If nobody sees a need for polynomials of such a high degree, I would not like to do this.FEEvaluation
.The text was updated successfully, but these errors were encountered: