Sequences and series (convergent or divergent) are used in numerical analysis (iterative methods, quadratures, Fourier series, web search, regularization, etc.), and in many applied sciences (for example, for the computation of special functions) . When the convergence of a sequence is slow, it can be transformed into a new sequence converging faster, under some assumptions, to the same limit by an extrapolation method. When a series is obtained as the solution of a certain problem, it could approximated by a rational function (for example, a Padé approximant), thus leading to better results, and even to its summation by analytic continuation.

The aim of this pluridisciplanary meeting is to bring together researchers coming out from various fields (physics, chemistry, medicine, mathematics, numerical analysis, control, economics, etc.) in order to exchange ideas, methods, and applications.

The participation to this event is only by invitation and people will be contacted directly.