3/2-asymptotic stability for one-dimensional functional differential equations with unbounded delay (Q1309130)
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scientific article; zbMATH DE number 468821
| Language | Label | Description | Also known as |
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| English | 3/2-asymptotic stability for one-dimensional functional differential equations with unbounded delay |
scientific article; zbMATH DE number 468821 |
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3/2-asymptotic stability for one-dimensional functional differential equations with unbounded delay (English)
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10 March 1994
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\textit{J. A. Yorke} [J. Differ. Equations 7, 189-202 (1970; Zbl 0184.124)] first studied the 3/2-stability for one-dimensional functional differential equations with bounded delay and obtained excellent results. Yoshiaki Yoneyama generalized Yorke's results. In this note we discuss the 3/2-stability of equations with delays \(r(t)\) which may be unbounded or bounded.
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unbounded delay
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asymptotic stability
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3/2-stability
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one-dimensional functional differential equations
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