Numerical experiments in Fourier asymptotics of Cantor measures and wavelets.
On a generalization of an approximation operator defined by A. Lupaş.
On A Hypothesis Of D. Adamović Concerning Asymptotic Behaviour Of Some Complex Sequences
On asymptotic expansions of Kratzel's integral transforms
On asymptotic integrations of
On Hermite expansions of 1/x and 1/|x|
On Hermite expansions of and ln|x|
On normal approximation of large products of functions: A refinement of Blackwell's result.
On simultaneous approximation for some modified Bernstein-type operators.
On Spectral Means And Some Of Their Applications
On spectral properties of the Laplace operator via boundary perturbation.
On the binary expansion of irrational algebraic numbers
On the change of energy caused by crack propagation in 3-dimensional anisotropic solids
Crack propagation in anisotropic materials is a persistent problem. A general concept to predict crack growth is the energy principle: A crack can only grow, if energy is released. We study the change of potential energy caused by a propagating crack in a fully three-dimensional solid consisting of an anisotropic material. Based on methods of asymptotic analysis (method of matched asymptotic expansions) we give a formula for the decrease in potential energy if a smooth inner crack grows along a...
On the coefficients of the asymptotic expansion of .
On the Jacobi series.
Permanence de relations de récurrence dans certains développements asymptotiques. (Permanence of recurrence relations in certain asymptotic expansions).
Polynomial asymptotics and approximation of Sobolev functions
We prove several results concerning density of , behaviour at infinity and integral representations for elements of the space .
Positivity Zones and Norms of N-fold Convolutions - I
Properties of certain improper integrals
Rate of convergence to the semi-circle law for the Deformed Gaussian Unitary Ensemble
It is shown that the Kolmogorov distance between the expected spectral distribution function of an n × n matrix from the Deformed Gaussian Ensemble and the distribution function of the semi-circle law is of order O(n −2/3+v ).