DOUGLAS DUARTE NOVAES
MS5.2 — Professor Associado II
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In order to understand the dynamics of a differential system, it is crucial to establish conditions for the existence of invariant sets such as periodic orbits, homoclinic and heteroclinic orbits, invariant torus etc.
On the other hand, the theory of discontinuous systems has been developing at a fast pace in recent years, with growing importance at the frontier between mathematics, physics, engineering, and life sciences. Interest stems particularly from discontinuous dynamical models in control theory, nonlinear oscillations, impact and friction mechanics, economics, biology, and others.
Our main interest consists in developing tools for studying minimal invariant sets of piecewise smooth vector fields.
| All | Last 5 years | |
|---|---|---|
| Citations | 1957 | 1351 |
| H-index | 24 | 21 |
| i10 Index | 42 | 40 |
Citations by Year
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