One Control Problem for a Set-valued Object

Authors

DOI:

https://doi.org/10.31713/MCIT.2019.01

Keywords:

set-valued mapping, Hukuhara derivative, control, linear, differential equation

Abstract

The article presents some definitions of derivatives for set-valued mappings and their properties. A linear set-valued differential equation is considered and conditions for the existence of basic solutions are given. Subsequently, one optimal control problem is considered, when the system behavior is described by linear set-valued differential equations.

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Published

2019-11-05

Issue

2019: Modeling, control and information technologies: Proceedings of III International scientific and practical conference

Section

Mathematical, computer modeling and computational methods

How to Cite

One Control Problem for a Set-valued Object. (2019). MCIT: Proceedings of International Scientific and Practical Conference, 3, 37-40. https://doi.org/10.31713/MCIT.2019.01

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