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MIXED BOUNDARY-VALUE PROBLEMS FOR ELLIPTIC DIFFERENTIAL-DIFFERENCE EQUATIONSWe consider mixed problem for elliptic differential-difference equation in a cylinder. It is proved
Maximum principle in problems with mixed constraints under weak assumptions of regularityIn the present work, optimal control problems with mixed constraints are investigated. A novel
Definition of the Feasible Solution Set in Multicriteria Optimization Problems with Continuous, Discrete, and Mixed Design Variables.Definition of the Feasible Solution Set in Multicriteria Optimization Problems with Continuous
On limit behavior of a solution to boundary value problem in a plane sector in a plane excluding a ray from origin. Using auxiliary problem in outside of a convex cone
Leaky-layer seepage: The Verigin function revisited by the Verigin function, which satisfies the mixed boundary-value problem conditions in a domain obtained by a
The study of ethanol and water mixing modes in the T-shaped micromixersThe study of ethanol and water mixing modes in the T-shaped micromixers
Selective Bi-coordinate variations for network equilibrium problems with mixed demand propose a modification of the method of bi-coordinate variations for network equilibrium problems
Stable Solution for a Mixed Boundary Value Problem for Laplace's Equation with the Second Kind ConditionsA mixed boundary value problem for Laplace equation in a rectangular cross section cylinder bounded
On 3-d strains in a thin coat of a plane domainThree-dimensional strains in a thin coat of a plane domain was investigated. The problem
Determination of boundary layers in the plane problem for three-layer strips. Part 2In the first part of this paper, we considered the exact statement of the plane elasticity problem
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