1 problem

0 votes0 replies1 view
Monotonicity conjecture for the zeros of Hermite–Sobolev polynomials
Monotonicity conjecture. Taking into account the stated interlacing relations, $q_{n,k}^{(Hj)}$ is an increasing function of $mbda$ for each $k$ .
Conjectureopenorthogonal-polynomials sobolev-orthogonality zeros-of-polynomialsarXiv posted 2 days ago

Monotonicity conjecture for the zeros of Hermite–Sobolev polynomials