Dynamical description of bidimensional linear systems with a measurable 2-sheet (Q1364835)
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scientific article; zbMATH DE number 1053557
| Language | Label | Description | Also known as |
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| English | Dynamical description of bidimensional linear systems with a measurable 2-sheet |
scientific article; zbMATH DE number 1053557 |
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Dynamical description of bidimensional linear systems with a measurable 2-sheet (English)
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20 April 1998
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This paper investigates the dynamical behaviour of the projective flows defined by a family of bidimensional linear systems where all the invariant measures are singular and the projective bundles contain a closed or measurable 2-sheet. It is shown that when the linear systems have null Lyapunov exponent, then the trajectories change sheet when \(t\to\pm\infty\).
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family of bidimensional linear systems
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measurable 2-sheet
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null Lyapunov exponent
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