Geodesic

Investigations in the theory of differentiable functions of many variables and its applications. Part 17

Sommaire

Characterization of the function spaces $B_{p,q}^s(G)$, $L_{p,q}^s(G)$, $W_p^s(G)$ and their embeddings into $\mathrm{BMO}(G)$
p. 7-24
Embeddings of spaces of differentiable functions of variable smoothness
p. 25-58
Interpolation of spaces of differentiable functions on a domain
p. 59-82
Weak generalized localization for multiple Fourier–Walsh series of functions in $L_p$, $p\ge 1$
p. 83-106
On the solvability and smoothness of a solution of the variational Dirichlet problem associated with a noncoercive bilinear form
p. 107-134
On the solution of a modified Dirichlet problem on a multiconnected polygon by the rapid block method
p. 135-144
On approximate conformal mapping of a doubly connected polygon onto a annulus by the block method
p. 145-163
On the theory of multipliers of Fourier integrals for Banach-space-valued functions
p. 164-181
The Euler functional for equations with the $p$-Laplacian as a function of a spectral parameter
p. 182-193
Traces of functions defined by series of second differences
p. 194-220
Extension of functions in the BMO space from domains with zero angles
p. 221-233
Multipliers of the mixed Fourier–Bessel transform
p. 234-249
On the relations between generalized classes of Besov–Nikol'skii and Weyl–Nikol'skii functions
p. 250-266
Splitting of Volterra integral operators with degenerate kernels
p. 267-285
On the algebraic moments of the solution of the first initial-boundary value problem for the S. L. Sobolev equation in the case of special domains
p. 286-297
Theorems of Paley–Wiener–Schwartz type
p. 298-319