| Bibliography | Avrutin, Viktor; Schanz, Michael; Gardini, Laura: On a special type of border-collision bifurcations occurring at infinity.
In: Physica D. Vol. 239(13).
University of Stuttgart, Faculty of Computer Science, Electrical Engineering, and Information Technology.
pp. 1083-1094, english.
Elsevier, July 2010.
DOI: 10.1016/j.physd.2010.02.015.
Article in Journal.
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| CR-Schema | J.2 (Physical Sciences and Engineering)
G.2 (Discrete Mathematics)
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| Keywords | Border-collision bifurcations; Piecewise-smooth maps; Piecewise-linear maps |
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| Abstract | In piecewise-smooth dynamical systems, the regions of existence of a periodic orbit are typically parameter sub-spaces confined by border-collision bifurcations of this orbit. We demonstrate that additionally to the usual border-collision bifurcations occurring at finite points in the state space there exist also border-collision bifurcations occurring at infinity.
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| Contact | Viktor.Avrutin@informatik.uni-stuttgart.de |
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| Department(s) | University of Stuttgart, Institute of Parallel and Distributed Systems, Image Understanding
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| Project(s) | AnT, OCiND
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| Entry date | May 4, 2010 |
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