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Lagrange principle in quadratic optimal control problems with infinite horizonWe consider a quadratic optimal control problem on an infinite time interval with integral
Mathematical Model of Human Capital Dynamics is represented in the form of an infinite-horizon optimal control problem. A solution existence theorem is proved
Mathematical Modeling of the Household Behavior in the Labor Market an opportunity to receive higher wages. The problem is formalized as an optimal control problem on the infinite
Kinematic Censorship as a Constraint on Allowed Scenarios of High-Energy Particle Collisions precisely on the horizon, Ec.m. is formally infinite. However, in any physically reasonable situation
Nonlocal elliptic problems in infinite cylinder and applicationsWe consider a unique solvability of nonlocal elliptic problems in infinite cylinder in weighted
Regular frames and particle’s rotation near a black hole of subtraction. Now, we reconsider this issue using from the very beginning the frames regular on the horizon
The infinite-dimensional linear programming problems and their approximationIn this chapter primal and dual abstract linear programming problems are considered
The group behaviour modelling of workers in the labor market on an infinite time horizon. The paper presents the derivation of the Kolmogorov–Fokker–Planck equation
A Model of Investment Behavior of Enterprise Owner in an Imperfect Capital Market in terms of Cantor–Lippman approach. In this paper we propose an infinite-horizon optimal control problem
A Model of Investment Behavior of Enterprise Owner in an Imperfect Capital Market in terms of Cantor–Lippman approach. In this paper we propose an infinite-horizon optimal control problem
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