Continuous solutions of a homogeneous functional equation.
Continuous symmetrized Sobolev inner products of order . II.
Continuously removable sets for quasiconformal mappings.
Contractive curves.
Contribution à l'étude des fonctions méromorphes
Contribution à l'histoire d'un problème de la théorie des fonctions
Contributions to the theory of Hermitian series. III: Mean values.
Convergence Acceleration of Limit Periodic Continued Fractions Under Asymptotic Side Conditions.
Convergence and pre-images of limit points for coding trees for iterations of holomorphic maps.
Convergence and Summability of Gabor Expansions at the Nyquist Density.
Convergence des solutions formelles de certaines équations fonctionelles.
Convergence of composition sequences of bilinear and other transformations , .
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series III).
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series III). (Summary).
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series I). (Summary).
Convergence of Padé approximations for a q-hypergeometric series (Wynn's Power Series I).
Convergence of Product Formulas for the Numerical Evaluation of Certain Two-Dimensional Cauchy Principal Value Integrals.
Convergence of rational interpolants.
Convergence of Taylor series in Fock spaces
It is well known that the Taylor series of every function in the Fock space converges in norm when 1 < p < ∞. It is also known that this is no longer true when p = 1. In this note we consider the case 0 < p < 1 and show that the Taylor series of functions in do not necessarily converge “in norm”.
Convergence of vectorial continued fractions related to the spectral seminorm.