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29 March 2024
 
  » arxiv » math-ph/0402030

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On some aspects of the geometry of differential equations in physics
Xavier Gràcia ; Miguel C. Mu~noz-Lecanda ; Narciso Román-Roy ;
Date 12 Feb 2004
Journal Int.J.Geom.Meth.Mod.Phys. 1 (2004) 265
Subject Mathematical Physics MSC-class: 34A09; 34A26; 35Q99; 37J05; 53D05; 53D35; 70H05 | math-ph math.MP
AbstractIn this review paper, we consider three kinds of systems of differential equations, which are relevant in physics, control theory and other applications in engineering and applied mathematics; namely: Hamilton equations, singular differential equations, and partial differential equations in field theories. The geometric structures underlying these systems are presented and commented. The main results concerning these structures are stated and discussed, as well as their influence on the study of the differential equations with which they are related. Furthermore, research to be developed in these areas is also commented.
Source arXiv, math-ph/0402030
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