Geodesic

Boundary-value problems of mathematical physics and related problems of function theory. Part 6

Sommaire

Preface
p. 3-6
Mapping of an affine space with systems of cones
p. 7-16
Method of D.~Ludwig and boundary-layer method in the problem of diffraction by a~smooth body
p. 17-32
Remarks on spectral shift function
p. 33-46
On trace formulas in multi-canal problems
p. 47-66
On $k$-directions which are singular for a~convex body~$F$ in~$R^n$
p. 67-72
On maximum growth of coefficients of quasilinear elliptic equations
p. 73-90
On a~dynamical system generated by Navier--Stokes equations
p. 91-115
On removable singularities of bounded solutions of quasilinear elliptic equations of arbitrary order
p. 116-130
Singularities of solutions of Navier--Stokes equations at angular points
p. 131-144
On the global solvability of a~boundary value problem for a~system of third order occuring in studying of motion of wiscous fluid
p. 145-160
Scattering theory and automorphic functions
p. 161-193
On certain inequalities for functions belonging to $\vec W_{p}(R^n)$-classes
p. 194-210
On the regularity of solutions of variational inequalities
p. 211-219
A~theorem on the stability of a~linear hamiltonian system with periodic coefficients
p. 220-234