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Trudy Matematicheskogo Instituta imeni V.A. Steklova
Tome 173 (1986)
Précédent
Suivant
Investigations in the theory of differentiable functions of many variables and its applications. Part 11
Sommaire
H\"ormander's theorem on Fourier multipliers
O. V. Besov
p. 3-13
Embedding of Sobolev spaces in domains with a~decaying flexible cone condition
O. V. Besov
p. 14-31
Linear methods of summability of Fourier series and fractional difference operators
Ya. S. Bugrov
p. 32-37
Exact constants in inequalities for norms of intermediate derivatives on a~finite interval.~II
V. I. Burenkov
p. 38-49
Improvement of extension operators by means of approximation operators that preserve boundary values
V. I. Burenkov
;
E. M. Popova
p. 50-54
An approximate method of conformal mapping of multiply connected polygons onto canonical domains
E. A. Volkov
p. 55-68
An asymptotically fast approximate method of finding a~solution of the difference Laplace equation on mesh segments
E. A. Volkov
p. 69-89
Embedding of constructive and structural Lipschitz spaces in symmetric spaces
M. L. Gol'dman
p. 90-112
Spaces of anisotropic potentials. Applications
A. A. Davtyan
p. 113-124
Denseness of compactly supported functions in a~weighted space with strongly degenerate weight
L. N. Domysheva
p. 125-135
Convergence in the mean of Fourier--Jacobi series with quasimonotone coefficients
S. G. Kal'nei
p. 136-139
An analogue for an infinite interval of the Lizorkin--Nikol'skii inequality
L. D. Kudryavtsev
p. 140-148
On the theory of Fourier multipliers
P. I. Lizorkin
p. 149-163
Limit cases of theorems on
$\mathscr F L_p$
-multipliers
P. I. Lizorkin
p. 164-180
Approximation by spherical functions
P. I. Lizorkin
;
S. M. Nikol'skii
p. 181-189
Inequalities of Bernstein-- Nikol'skii type and approximation of generalized Sobolev classes
G. G. Magaril-Il'yaev
p. 190-204
Constructive description of traces of spaces of differentiable functions of several variables
G. A. Mamedov
p. 205-234
Polynomial traces of functions from weighted spaces
B. V. Tandit
p. 235-242
Approximation of periodic functions of several variables by combinations of functions that depend on a~smaller number of variables
V. N. Temlyakov
p. 243-252
Coercive properties of an elliptic equation with degeneration on the boundary
V. V. Shan'kov
p. 253-268