This chapter continues the investigations of the previous one by refering to weight functions on unbounded intervals, the real line and the half line. In particular, we study Lagrange interpolation and Gaussian rules with respect to generalized Freud weights, generalized Laguerre weights, and Pollaczek–Laguerre weights.
Weighted Polynomial Approximation and Quadrature Rules on Unbounded Intervals
Notarangelo I.
2021-01-01
Abstract
This chapter continues the investigations of the previous one by refering to weight functions on unbounded intervals, the real line and the half line. In particular, we study Lagrange interpolation and Gaussian rules with respect to generalized Freud weights, generalized Laguerre weights, and Pollaczek–Laguerre weights.
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