On discontinuous differential equations

  • Iguer Luis Domini dos Santos FEIS/UNESP

Resumo

The paper studies and compare generalized solutions to discontinuous differential equations. This way, are studied and compared the Euler, Filippov, Hermes, Krasovskii, and Sentis generalized solutions to discontinuous differential equations. In particular, are studied relations between Euler and Hermes solutions. In addition, it is  proved that Hermes solutions satisfy some properties that are analogous to the properties satisfied by Euler solutions.
Publicado
2019-09-11
Seção
Artigos