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On scalarization of vector optimization type problemsWe consider scalarization issues for vector problems in the case where the preference relation
On polynorms on non-associative algebras and their possible applications to Physics. Further are introduced the quadri-scalar and the quadri-vector products. For the example of the bi
Existence of Solutions for Generalized Vector Equilibrium Problems are introduced. By employing Fan's lemma, we establish several existence results for generalized vector
Limit vector variational inequalities and market equilibrium problems investigate the solvability of a general vector variational inequality via the convergence of solutions
Determination of Mechanical Force between two Planar Inductors in the Problem of Electrodynamic Excitation of Seismic WavesThe paper deals with the problem of mechanical interaction between two planar inductors
Vector network equilibrium problems with elastic demands vector equilibrium problems models with complex behavior of elements are suggested. In particular
On the one-dimensional continuity equation with a nearly incompressible vector fieldWe consider the Cauchy problem for the continuity equation with a bounded nearly incompressible
Construction of Multidimensional Vector Fields Whose Projections Onto Coordinate Planes Have Given Topological Structures by topological structures of projections of the sought vector fields onto coordinate planes. This problem
A Geometric Approach to the Lagrangian and Hamiltonian Formalism of ElectrodynamicsIn solving field problems, in particular problems of electrodynamics, we commonly use
МАТЕМАТИЧЕСКАЯ МОДЕЛЬ ТЕРМОТОКОВ НА ОСНОВЕ РАСЧЕТА ЭЛЕКТРИЧЕСКОГО СОПРОТИВЛЕНИЯ И ТЕРМОЭДС ЧЕРЕЗ ИНТЕГРАЛ ПО ЭНЕРГИИ ЭЛЕКТРОНОВ beam heat was considered. The model is based on the solutions of electrodynamic equations and the two
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