Geodesic

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

The behavior of differentiable functions on a nonsmooth surface
p. 3-10
The traces on a nonsmooth surface of classes of differentiable functions
p. 11-21
Estimates of moduli of smoothness of functions on domains, and imbedding theorems
p. 22-46
Properties of solutions of differential equations of higher order in terms of weight classes
p. 47-61
The approximation of functions in the space $C^{r}(\Omega )$ by functions of compact support, for an arbitrary open set $\Omega $
p. 62-74
Boundaries of subdomains, Hölder weight classes and solutions in these classes of the Poisson equation
p. 75-99
Weighted error estimates for the mesh method of solving the Laplace and Poisson equations
p. 100-112
An imbedding theorem for spaces of functions whose mixed derivatives satisfy a multiple integral Hölder condition
p. 113-138
Families of spaces of functions whose mixed derivatives satisfy a multiple integral Hölder condition
p. 139-158
Asymptotic distribution of eigenvalues and eigenfunctions of a certain class of singular elliptic operators
p. 159-179
Polynomial traces and moduli of smoothness of functions of several variables
p. 180-211
Operators connected with fractional differentiation, and classes of differentiable functions
p. 212-243
The behavior at infinity of differentiable functions in weight classes
p. 244-255
The study of certain classes of functions by means of “angular”' approximation
p. 256-291
The representation of functions defined by a certain class of hypoelliptic operators
p. 292-299
Integral estimates of generalized derivatives of solutions of second order elliptic equations in the $L_{p}$ metric and certain imbedding theorems connected with them.
p. 300-311
Unbounded solutions of degenerate elliptic equations
p. 312-320
The first boundary value problem for quasilinear second order elliptic equations
p. 321-340