WOPA 2016 - Workshop on Orthogonal Polynomials and Applications

Date: 

Wednesday, 17 February, 2016

The WOPA 2016 is a one day meeting that gather together members of the Analysis Area of CMUP and other researchers working on the subject

Analysis Area - Center of Mathematics of University of Porto

Mathematics Department of Faculty of Sciences of University of Porto

Date: February 17th

Place: Room FC1.007, Maths Building

Documentation: http://cmup.fc.up.pt/WOPA_2016/WOPA_2016.pdf

Documentation: http://cmup.fc.up.pt/WOPA_2016/WOPA_VersaoCartaz_Imp_2016.pdf

Programme:

14h Welcome

14h 20m Opening Session​

14h 30m Zélia da Rocha, DM-FCUP

Perturbed Chebyshev polynomials

15h Ana Filipa Loureiro, University of Kent, UK

On d-orthogonal polynomials and an alternative discrete Painlevé I equation

15h 30m Ângela Macedo, DM-UTAD

Chebyshev Polynomials via quadratic decomposition of the canonical sequence

16h Teresa Mesquita, IPVC

Applying general cubic decompositions to 2-orthogonal polynomial sequences and to the canonical sequence

16h 30m Coffee break

17h José Luís Cardoso, DM-UTAD

Holder and Minkowski's inequalities for the q and the (q,omega) integrals.

q and (q,omega) analogues of the Lebesgue spaces

17h 30m Semyon Yakubovich, DM-FCUP

The Kontorovich-Lebedev transform and its application to the Bernoulli, Euler numbers and Riemann zeta-values

18h Sílvio Gama, DM-FCUP

Around eddy viscosities and Padé approximants

18h 30m João Emílio Matos, ISEP

On location of Froissart doublets of Padé approximants from orthogonal expansions

19h Dinner at Madureira's

Organized by Zélia da Rocha