Geodesic

Investigations in the theory of differentiable functions of many variables and its applications. Part 9

Inequalities for entire functions of exponential type in symmetric spaces
p. 3-17
Imbedding theorems for different metrics and measurements of generalized Besov spaces
p. 18-28
Density of compactly supported functions in a~weighted Sobolev space
p. 29-47
Interrelation of norms of operators in periodic and nonperiodic function spaces
p. 47-105
Density of compactly supported functions in weighted spaces
p. 106-111
Estimates for the capacity of sets with respect to generalized Lizorkin--Triebel classes and weighted Sobolev classes
p. 111-124
Weighted Lizorkin--Triebel spaces. Singular integrals, multipliers, imbedding theorems
p. 125-149
On the question of polynomial traces
p. 149-157
Coercive properties of an elliptic equation with degeneration and a~generalized right-hand side
p. 157-183
Inequalities for derivatives, and duality
p. 183-194
Coercive estimates and separability theorems for elliptic equations in $R^n$
p. 195-217
Characteristic properties of convolution integral operators
p. 217-226
Correction: ``Descriptions of functions from classes of Besov--Lizorkin--Triebel type''