Jack K. Hale
Identifiers
- Open LibraryOL416452A
Top Subjects
- Differential equations (5)
- Functional differential equations (4)
- Differentiable dynamical systems (4)
- Bifurcation theory (2)
- Nonlinear mechanics (1)
- Oscillations (1)
- Nonlinear oscillations. (1)
Books by Jack K. Hale
Total count: 26
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On the behaviour of the solutions of linear periodic differential systems near resonance pointsRIAS1958-01-01
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On the method of averagingRIAS1960-01-01
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Behavior of solutions near integral manifoldsRIAS1960-01-01
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On the method of Kylov-Bogoliubov-Mitropolski for the existence of integral manifolds of perturbed differential systemsRIAS1960-01-01
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Oscillations in nonlinear systemsMcGraw-Hill1963-01-01
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Linear functional-differential equations with constant coefficientsResearch Institute for Advanced Studies1963-01-01
Oscillations in nonlinear systems.McGraw-Hill1963-01-01-
A class of functional equations of neutral typeAmerican Mathematical Society1967-01-01
Ordinary differential equationsWiley-Interscience1969-01-01-
Ordinary differential equationsWiley-Interscience1969-01-01
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Applications of alternative problemsCenter for Dynamical Systems, Brown University1971-01-01
Functional differential equationsSpringer-Verlag1971-01-01-
Theory of functional differential equations2d ed.Springer-Verlag1977-01-01
Topics in dynamic bifurcation theoryPublished for the Conference Board of the Mathematical Sciences by the American Mathematical Society1981-01-01-
An introduction to infinite dimensional dynamical systems--geometric theorySpringer-Verlag1984-01-01
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Nonlinear Differential EquationsJohn Wiley & Sons1986-05-01
Asymptotic behavior of dissipative systemsAmerican Mathematical Society1988-01-01
Dynamics and bifurcationsSpringer-Verlag1991-01-01-
Partial Differential EquationsWiley & Sons, Incorporated, John1992-01-01
Introduction to functional differential equationsSpringer-Verlag1993-01-01
Dynamics in infinite dimensions2nd ed.Springer2002-01-01-
Dynamics in Infinite DimensionsSpringer London, Limited2006-01-01
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Theory of Functional Differential EquationsSpringer New York2011-01-01
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Dynamics and BifurcationsSpringer London, Limited2012-01-01
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Dynamics of Infinite Dimensional SystemsSpringer2012-05-29
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Dynamical SystemsAn International SymposiumElsevier Science & Technology Books2014-01-01