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
Selective Bi-coordinate variations for network equilibrium problems with mixed demand with
mixed demand. This method is based on the equilibrium conditions of the
problem under consideration
On a network equilibrium problem with mixed demand equilibrium
problem with
mixed demand containing the fixed and variable components. We present the equilibrium
On the problem of contact and mixed languagesThe article deals with the
problems of some contact and
mixed languages, the nature
Combined relaxation method for mixed equilibrium problems nonsmooth bifunction. Such
mixed equilibrium
problems are solved with a combined relaxation method using
Mixed Problems for Strongly Elliptic Differential-Difference Equations in a CylinderMixed boundary-value
problems for strongly elliptic differential-difference equations and nonlocal