Geodesic

Proceedings of the Voronezh Winter Mathematical School "Modern Methods of Function Theory and Related Problems." January 28 – February 2, 2019. Part 2

Method of similar operators in the study of spectral properties of perturbed first-order differential operators
p. 3-18
O.~A.~Ladyzhenskaya's system of equations of symmetric boundary layer of modified fluid
p. 19-37
Almost periodic at infinity solutions of difference equations
p. 38-46
On some properties of almost periodic at infinity of functions from homogeneous spaces
p. 47-56
On spectral properties of a certain class of perturbed operators
p. 57-69
Modified Hardy and Hardy--Littlewood fractional operators in Morrey--Herz spaces and their commutators in weighted spaces
p. 70-77
Representation of solutions of a certain integro-differential equation and applications
p. 78-93
On the invertibility conditions of finite-difference operators
p. 94-101
Stable sequential Pontryagin maximum principle in optimal control problems with phase restrictions
p. 102-113
Generalization of a theorem on the equivalence of the coordinate and algebraic definitions of a smooth manifold
p. 114-117
Support theorem for the Radon--Kipriyanov $K_\gamma$-transform
p. 118-124
Compromise solution in an economy model with replacement of equipment
p. 125-139
Criterion for the Volterra property of the Cauchy problem for the pantograph equation
p. 140-145