On the computation of bounds for low energy Compton scattering parameters : proof of a conjecture
On the Convergence of a Quadrature Rule for Evaluating Certain Cauchy Principal Value Integrals: An Addendum.
On the convergence of multivariate Padé approximants.
On the Correspondence Principle for the Quantized Annulus.
On the Derivative of Some Analytic Functions.
On the differences of simultaneous rational interpolants
On the Existence of Principal Values for the Cauchy Integral on Weighted Lebesgue Spaces for Non-Doubling Measures.
On the Heisenberg-Weyl inequality.
On the injectivity of the generalized Bers projection and its Fréchet derivative
On the Integrability of the Derivative of a Quasiregular Mapping.
On the logarithmic potential defined for a Van Koch curve.
On the Moments of Complex Measures.
On the Neumann-Poincaré operator
Let be a rectifiable Jordan curve in the finite complex plane which is regular in the sense of Ahlfors and David. Denote by the space of all complex-valued functions on which are square integrable w.r. to the arc-length on . Let stand for the space of all real-valued functions in and put Since the Cauchy singular operator is bounded on , the Neumann-Poincaré operator sending each into is bounded on . We show that the inclusion characterizes the circle in the class of all...
On the numerical solution of the multidimensional singular integrals and integral equations, used in the theory of linear viscoelasticity.
On the possibility of extending a function from a part of a domain to a generalized analytic function on this domain.
On the proximate order of and
On the Radial Cluster Sets for Holomorphic Functions in the Unit Ball of Cn.
On the Riemann-Hilbert problem in the domain with a nonsmooth boundary.
On the spectral Nevanlinna-Pick problem
We give several characterizations of the symmetrized n-disc Gₙ which generalize to the case n ≥ 3 the characterizations of the symmetrized bidisc that were used in order to solve the two-point spectral Nevanlinna-Pick problem in ℳ ₂(ℂ). Using these characterizations of the symmetrized n-disc, which give necessary and sufficient conditions for an element to belong to Gₙ, we obtain necessary conditions of interpolation for the general spectral Nevanlinna-Pick problem. They also allow us to give a...
On the stability by convolution product of a resurgent algebra
We consider the space of holomorphic functions at the origin which extend analytically on the universal covering of , . We show that this space is stable by convolution product, thus is a resurgent algebra.