Convergence of vectorial continued fractions related to the spectral seminorm.
Convolution operators on spaces of holomorphic functions
A class of convolution operators on spaces of holomorphic functions related to the Hadamard multiplication theorem for power series and generalizing infinite order Euler differential operators is introduced and investigated. Emphasis is placed on questions concerning injectivity, denseness of range and surjectivity of the operators.
Correction to the paper “Continuous dependence of holomorphic functions on partly given boundary values”
Critère de rationalité
Croissance de certaines séries de Dirichlet et applications.