Michael Field
Michael Field
Professor Mathematics, Imperial College and Rice University
Verified email at imperial.ac.uk - Homepage
TitleCited byYear
Symmetry in chaos: a search for pattern in mathematics, art, and nature
M Field, M Golubitsky
Society for Industrial and Applied Mathematics, 2009
Symmetry in chaos. A search for pattern in mathematics, art and nature. Corrected reprint of the 1992 original
M Field, M Golubitsky
Oxford University Press, 1995
Equivariant dynamical systems
MJ Field
Transactions of the American Mathematical Society 259 (1), 185-205, 1980
Combinatorial dynamics
M Field
Dynamical Systems 19 (3), 217-243, 2004
Lectures on bifurcations, dynamics and symmetry
M Field
CRC Press, 1996
Heteroclinic networks in coupled cell systems
P Ashwin, M Field
Archive for rational mechanics and analysis 148 (2), 107-143, 1999
Dynamics and Symmetry, ICP Advanced Texts in Mathematics, vol. 3
MJ Field
Imperial College Press, London, 2007
Dynamics of coupled cell networks: synchrony, heteroclinic cycles and inflation
M Aguiar, P Ashwin, A Dias, M Field
Journal of nonlinear science 21 (2), 271-323, 2011
Dynamics and symmetry, volume 3 of ICP Advanced Texts in Mathematics
MJ Field
Imperial College Press, London, 2007
Dynamics and symmetry
MJ Field
World Scientific, 2007
A refinement of the arithmetic mean-geometric mean inequality
DI Cartwright, MJ Field
Proceedings of the American Mathematical Society 71 (1), 36-38, 1978
Symmetric attractors for diffeomorphisms and flows
M Field, I Melbourne, M Nicol
Proceedings of the London Mathematical Society 72 (3), 657-696, 1996
Cycling chaos
M Dellnitz, M Field, M Golubitsky, A Hohmann, J Ma
IEEE Transactions on Circuits and Systems I: Fundamental Theory and …, 1995
Equivariant bifurcation theory and symmetry breaking
M Field
Journal of Dynamics and Differential Equations 1 (4), 369-421, 1989
Local structure of equivariant dynamics
M Field
Singularity Theory and its Applications, 142-166, 1991
Stationary bifurcation to limit cycles and heteroclinic cycles
M Field, JW Swift
Nonlinearity 4 (4), 1001, 1991
Symmetry breaking and the maximal isotropy subgroup conjecture for reflection groups
MJ Field, RW Richardson
Archive for Rational Mechanics and Analysis 105 (1), 61-94, 1989
Decay of correlations, central limit theorems and approximation by Brownian motion for compact Lie group extensions
M Field, I Melbourne, A Török
Ergodic Theory and Dynamical Systems 23 (1), 87, 2003
Stability of mixing and rapid mixing for hyperbolic flows
M Field, I Melbourne, A Török
Annals of mathematics, 269-291, 2007
Transversality in 𝐺-manifolds
MJ Field
Transactions of the American Mathematical Society 231 (2), 429-450, 1977
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