Local properties of Fourier series.
Localization of factored Fourier series.
Multisommabilité des séries entières solutions formelles d’une équation aux -différences linéaire analytique
Nous introduisons une version -analogue du procédé d’accélération élémentaire d’Écalle-Martinet-Ramis et définissons la notion de série entière -multisommable. Nous montrons que toute série entière solution formelle d’une équation aux -différences linéaire analytique est -multisommable.
Multisummability of formal power series solutions of nonlinear meromorphic differential equations
In this paper a proof is given of a theorem of J. Écalle that formal power series solutions of nonlinear meromorphic differential equations are multisummable.
On a representation theorem of Goes for null sequences.
On almost increasing sequences and its applications.
On an inclusion theorem.
On summability of Fourier series
On Gronwall Summability.
On inclusion relations for absolute summability.
On quasi -power increasing sequences.
On strong sumability of infinite series III.
On the absolute Riesz summability factors for Fourier series and conjugate series.
On the inclusion relation between strong and strong summability methods
On the localization of factored Fourier series.
On the (P) summability of a sequence of Fourier coefficients
On translativity of absolute Rogosinski-Bernstein summability methods.
On two summability methods
On -convergence and -density
Procédé de convergence minimale dans les espaces de Banach. Une loi des grands nombres et un théorème ergodique