Orthogonal rational functions on the real half line with poles in [-∞, 0]

@inproceedings{Bultheel2005OrthogonalRF,
  title={Orthogonal rational functions on the real half line with poles in [-∞, 0]},
  author={Adhemar Bultheel and Pablo Gonz{\'a}lez-Vera and Erik Hendriksen and Olav Nj{\aa}stad},
  year={2005}
}
The main objective is to generalize previous results obtained for orthogonal Laurent polynomials and their application in the context of Stieltjes moment problems to the multipoint case. The measure of orthogonality is supposed to have support on [0,~) while the orthogonal rational functions will have poles that are assumed to be ''in the neighborhood of 0 and ~''. In this way orthogonal Laurent polynomials will be a special case obtained when all the poles are at 0 and ~. We shall introduce… CONTINUE READING

Citations

Publications citing this paper.
SHOWING 1-10 OF 12 CITATIONS

Similar Papers