Did you mean: Uncountably Many Cases of Filippov Sewed Focus.
Jun 16, 2023 · We show that there are uncountably many different topological types of local dynamics, including cases with infinitely many stable periodic orbits.
May 5, 2023 · The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential ...
Jun 16, 2023 · Abstract. The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book Differen ...
Aug 1, 2023 · The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential ...
Jun 16, 2023 · The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book 'Differential ...
The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential Equations with ...
May 5, 2023 · The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential ...
For the non-analytic sewed centre-focus, we show that there are uncountably many different topological types of local dynamics, including cases with infinitely ...
Uncountably Many Cases of Filippov's Sewed Focus - Scite
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The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential Equations with ...
The sewed focus is one of the singularities of planar piecewise smooth dynamical systems. Defined by Filippov in his book (Differential Equations with ...