John Milnor
Affiliations: | Mathematics | Stony Brook University, Stony Brook, NY, United States |
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"John Milnor"Children
Sign in to add traineeLaurence Carl Siebenmann | grad student | ||
Rodrigo A. Perez | grad student | 2002 | SUNY Stony Brook |
Anca R. Radulescu | grad student | 2005 | SUNY Stony Brook |
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Publications
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Bonifant A, Buff X, Milnor J. (2018) Antipode Preserving Cubic Maps: the Fjord Theorem Proceedings of the London Mathematical Society. 116: 670-728 |
Milnor J. (2015) Topological Manifolds and Smooth Manifolds [reprinted from Proc. Internat. Congr. Math. (Stockholm 1962)] Bulletin of the American Mathematical Society. 52: 585-591 |
Bonifant A, Kiwi J, Milnor J. (2010) Errata for "cubic polynomial maps with periodic critical orbit, part II: Escape regions" Araceli Bonifant, Jan Kiwi, and John Milnor Conformal Geometry and Dynamics. 14: 190-193 |
Bonifant A, Kiwi J, Milnor J. (2010) Cubic polynomial maps with periodic critical orbit, part II: Escape regions Conformal Geometry and Dynamics. 14: 68-112 |
Milnor J, Tresser C. (2000) On Entropy and Monotonicity for Real Cubic Maps Communications in Mathematical Physics. 209: 123-178 |
Goldberg LR, Milnor J. (1993) Fixed points of polynomial maps. Part II. Fixed point portraits Annales Scientifiques De L Ecole Normale Superieure. 26: 51-98 |
Friedland S, Milnor J. (1989) Dynamical properties of plane polynomial automorphisms Ergodic Theory and Dynamical Systems. 9: 67-99 |
Milnor J. (1988) Non-expansive Hénon maps Advances in Mathematics. 69: 109-114 |
Milnor J. (1983) On the homology of Lie groups made discrete Commentarii Mathematici Helvetici. 58: 72-85 |
Milnor J. (1978) Analytic Proofs of the “Hairy Ball Theorem” and the Brouwer Fixed Point Theorem American Mathematical Monthly. 85: 521-524 |