Geodesic

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

Behavior of differentiable functions at infinity, and density of the functions with compact support
p. 3-14
Interpolation theorems for certain spaces of differentiable functions
p. 15-20
Classes of functions with a~generalized mixed H\"older condition
p. 21-29
Additivity of the spaces $W_{p}^{r}$ and $B_{p}^{r}$, and embedding theorems for domains of general form
p. 30-45
On differential properties of solutions of the Laplace and Poisson equations on a~parellelepiped and efficient error estimates of the method of nets
p. 46-65
Estimation in $L_{p}$ of mixed derivatives with respect to differential polynomials
p. 66-76
Garding's inequality for degenerate elliptic operators, and its applications
p. 77-88
Generalized Liouville differentiation and the multiplier method in the theory of imbeddings of classes of differentiable functions
p. 89-167
Compactness of sets of differentiable functions
p. 168-177
Singular integral operators in weight spaces
p. 190-200
On the theory of weight classes
p. 201-212
Existence conditions and estimates for Calder\'on-Zygmund type transforms in weighted $L_{p}$ spaces
p. 213-229
Certain imbedding theorems for the solutions of equations of elliptic type
p. 230-242