Structure of solutions of nonautonomous optimal control problems in metric spaces

Journal Title: Journal of Mathematics and Applications - Year 2015, Vol 38, Issue

Abstract

We establish turnpike results for a nonautonomous discrete-time optimal control system describing a model of economic dynamics.

Authors and Affiliations

Alexander J. Zaslavski

Keywords

Related Articles

On Generalised Quasi-ideals and Bi-ideals in Ternary Semigroups

In this paper, we introduce the notions of generalised quasi-ideals and generalised bi-ideals in a ternary semigroup. We also characterised these notions in terms of minimal quasi-ideals and minimal bi-ideals in a ternar...

Application of the multi-step differential transform method to solve a fractional human T-cell lymphotropic virus I (HTLV-I) infection of CD4+ T-cells

Human T-cell Lymphotropic Virus I (HTLV-I) infection of CD4+ T-Cells is one of the causes of health problems and continues to be one of the significant health challenges. In this article, a multi-step differential transf...

Remarkable identities

In the paper a number of identities involving even powers of the values of functions tangent, cotangent, secans and cosecans are proved. Namely, the following relations are shown: [formula], [formula], [formula], where m...

On Maximum Induced Matching Numbers of Special Grids

A subset M of the edge set of a graph G is an induced matching of G if given any two edges e1, e2 ∈ M, none of the vertices on e1 is adjacent to any of the vertices on e2. Suppose that Max(G), a positive integer, denotes...

On the Evolution of Academic Staff Structure in a University Setting

This paper models the academic staff structure in a university as a system of stocks and flows in a three-dimensional space, ℝ3. The stocks are the number of academic staff in a particular state at a given time and the f...

Download PDF file
  • EP ID EP342622
  • DOI 10.7862/rf.2015.12
  • Views 68
  • Downloads 0

How To Cite

Alexander J. Zaslavski (2015). Structure of solutions of nonautonomous optimal control problems in metric spaces. Journal of Mathematics and Applications, 38(), 151-169. https://europub.co.uk./articles/-A-342622