Mathematical modelling of military operations
Articles
G. Misevičius
General Jonas Žemaitis Military Academy of Lithuania
V. Pakalnytė
General Jonas Žemaitis Military Academy of Lithuania
A. Pincevičius
General Jonas Žemaitis Military Academy of Lithuania
R. Eidukevičius
General Jonas Žemaitis Military Academy of Lithuania
R. - J. Rakauskas
General Jonas Žemaitis Military Academy of Lithuania
Published 1998-12-21
https://doi.org/10.15388/NA.1998.2.0.15289
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How to Cite

Misevičius G., Pakalnytė V., Pincevičius A., Eidukevičius R. and Rakauskas R.- J. (1998) “Mathematical modelling of military operations”, Nonlinear Analysis: Modelling and Control, 2(1), pp. 81-88. doi: 10.15388/NA.1998.2.0.15289.

Abstract

The aim of this paper is to show how the theory of systems of differential equations may be applied both to describe the battle actions and to control the trajectory of projectiles. We will restrict our attention to deterministic cases. Those cases are not well adapted to the real situation and must be treated as the first approach.  

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