Multiparameter bifurcation theory : proceedings of the AMSIMSSIAM joint summer research conference held July 1420, 1985, with support from the National Science Foundation

Contributor(s): Golubitsky Martin | Guckenheimer JohnMaterial type: Computer fileComputer fileSeries: Contemporary mathematics ; v. 56Publication details: Providence, R.I. : American Mathematical Society, 1986Description: 1 online resource (xvii, 387 p. : ill.)ISBN: 9780821876435 (online)Subject(s): Bifurcation theoryOnline resources: Click here to access online
Contents:
Phaseturbulence in convection near threshold ; Normal forms of bifurcating periodic orbits ; Quasiperiodic Patterns ; Nilpotent normal forms and representation theory of F H Busse ; ShuiNee Chow and Duo Wang ; P Coullet D Repaux and J M Vanel ; Richard Cushman and Jan A Sanders ; G Dangelmayr and D Armbruster ; M J Field ; Terence Gaffney ; Stephan A van Gils and Emil Horozov ; Martin Golubitsky and Ian Stewart ; John Guckenheimer ; Jack K Hale ; E Knobloch ; Edgar Knobloch Anil E Deane Juri Toomre and Daniel R Moore ; Reiner Lauterbach ; Irene M Moroz ; Wayne Nagata ; M R E Proctor ; Ingo Rehberg and Guenter Ahlers ; Mark Roberts James W Swift and David H Wagner ; D H Sattinger ; Lawrence Turyn ; A Vanderbauwhede ; Pascal Chossat ; T Erneux and L E ; B F Gray ; P C Hohenberg G Ahlers and M Lucke ; W F Langford ; S Leibovich S K Lele and I M Moroz ; Dan Luss ; Kenneth R Meyer ; Randall Tagg
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Includes bibliographies.

Phaseturbulence in convection near threshold ; Normal forms of bifurcating periodic orbits ; Quasiperiodic Patterns ; Nilpotent normal forms and representation theory of rm sl(2,\bf R) ; Steadystate mode interactions in the presence of rm O(2) ymmetry and in nonflux boundary value problems ; Equivariant dynamics ; New methods in the classification theory of bifurcation problems ; Uniqueness of limit cycles in planar vector fields which leave the axes invariant ; Hopf bifurcation with dihedral group symmetry: coupled nonlinear oscillators ; A codimension two bifurcation with circular symmetry ; Local flows for functionaldifferential equations ; On the degenerate Hopf bifurcation with rm O(2) symmetry ; Doubly diffusive waves ; An example of symmetry breaking with submaximal isotropy subgroup ; Codimensionthree bifurcations arising in Langmuir circulations ; Symmetric Hopf bifurcations and magnetoconvection ; Columnar convection in doublediffusive systems ; Codimension two bifurcation in a convection experiment ; The Hopf bifurcation on a hexagonal lattice ; Completely integrable Hamiltonian systems on semisimple Lie algebras ; Bifurcation without mixed mode solutions ; Hopf bifurcation at nonsemisimple eigenvalues ; Interaction of Azimuthal Modes in the CouetteTaylor Problem ; Slowly Varying Bifurcation Parameters ; Applications of Singularity Theory of Explosion Theory ; Externally Modulated Convection Theory and Experiment ; Equivariant Normal Forms for the TaylorCouette Problem ; Development of Spatial and Temporal Complexity in Langmuir Circulation ; SteadyState Multiplicity Features of Chemically Reacting Systems ; Bibliographic notes on generic bifurcations in Hamiltonian systems ; Multicritical points in flow between independently rotating cylinders F H Busse ; ShuiNee Chow and Duo Wang ; P Coullet D Repaux and J M Vanel ; Richard Cushman and Jan A Sanders ; G Dangelmayr and D Armbruster ; M J Field ; Terence Gaffney ; Stephan A van Gils and Emil Horozov ; Martin Golubitsky and Ian Stewart ; John Guckenheimer ; Jack K Hale ; E Knobloch ; Edgar Knobloch Anil E Deane Juri Toomre and Daniel R Moore ; Reiner Lauterbach ; Irene M Moroz ; Wayne Nagata ; M R E Proctor ; Ingo Rehberg and Guenter Ahlers ; Mark Roberts James W Swift and David H Wagner ; D H Sattinger ; Lawrence Turyn ; A Vanderbauwhede ; Pascal Chossat ; T Erneux and L E ; B F Gray ; P C Hohenberg G Ahlers and M Lucke ; W F Langford ; S Leibovich S K Lele and I M Moroz ; Dan Luss ; Kenneth R Meyer ; Randall Tagg

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