Explicit non algebraic limit cycle for a discontinuous piecewise differential systems separated by one straight line and formed by linear center and linear system without equilibria
Abstract
In this paper we study the discontinuous piecewise linear dierential
systems formed by two regions separated by a straight line and having
only one center. We are going to show that the maximum number of limit
cycles is one, if there exist it is non algebraic and analytically given.
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Subscribers OnlyDOI: https://doi.org/10.2478/tmmp-2021-0019