Geodesic

Investigations in the theory of differentiable functions of many variables and its applications. Part 6

A~theorem of Littlewood--Paley type, and multipliers of Fourier integrals in weight spaces with mixed norm
p. 3-13
Multiplicative estimates for functions of several variables in weight spaces with mixed norm
p. 14-20
Multiplicative estimates of integral moduli of smoothness
p. 21-26
A~way of continuing differentiable functions
p. 27-67
The method of composite regular nets for the Laplace equation on polygons
p. 68-102
On the investigation and solution by a~difference method of nonlinear problems for an ordinary differential equation
p. 103-129
Estimates of differential operators, and hypoelliptic operators
p. 130-161
A~characterization of hypoellipticity by estimates from below
p. 162-168
Trace spaces for a~certain family of periodic weight classes
p. 169-180
The local solvability of certain singular partial differential equations
p. 181-190
The pasting of functions belonging to the spaces $W^r_{p,\theta}$
p. 191-200
Interpolation of $L_p$ spaces with weight
p. 201-211
Imbedding theorems for nonisotropic weight spaces of differentiable functions
p. 212-251
S.\,L.~Sobolev projection operators for seminorms with infinite-dimensional kernels
p. 252-263
Some tests of F.~Riesz type in the theory of set functions
p. 264-276
The extension of functions from an infinite cylinder
p. 277-284