On approximation of functions from Hölder classes by biharmonic Poisson integrals defined in the upper half-plane

Cites Work

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Finding solution subspaces of the Laplace and heat equations isometric to spaces of real functions, and some of their applications
Conditions of convergence almost everywhere for the convolution of a function with delta-shaped kernel to this function
The Cauchy-Stieltjes integrals in the theory of analytic functions
On the theory of the boundary behavior of conjugate harmonic functions
Logarithmic potential and generalized analytic functions
Approximation of the classes ${W}_{\beta, \infty}^R$ by generalized Abel-Poisson integrals
On some asymptotic properties of solutions to biharmonic equations
On boundary-value problems for semi-linear equations in the plane
Representation of Weierstrass integral via Poisson integrals
To the theory of semilinear equations in the plane
On a quasilinear Poisson equation in the plane
Stieltjes integrals in the theory of harmonic functions
On a boundary properties of functions from a class $H_p$ $(p \geq 1)$
Approximation of classes ${C}_{\beta, \infty}^{\psi }$ by three-harmonic Poisson integrals in uniform metric (low smoothness)
Taylor series of biharmonic Poisson integral for upper half-plane
Approximation of conjugate differentiable functions by biharmonic Poisson integrals
Semi-linear equations and quasiconformal mappings
The use of the isometry of function spaces with different numbers of variables in the theory of approximation of functions
On approximation of functions from the class $L^{\psi}_{\beta, 1}$ by the Abel-Poisson integrals in the integral metric
On Hilbert boundary value problem for Beltrami equation
On a biharmonic function in the unit disc
Approximation properties of Abel-Poisson integrals on the classes of differentiable functions, defined by means of modulus of continuity
Approximation of continuous functions given on the real axis by three-harmonic Poisson operators
Some applied aspects of the Dirac delta function