Richard Sheldon Palais
Affiliations: | 1960-2003 | Mathematics | Brandeis University, Waltham, MA, United States |
| 2004- | University of California, Irvine, Irvine, CA |
Website:
https://www.math.uci.edu/~palais/Google:
"Richard Sheldon Palais"Bio:
http://www.brandeis.edu/facultyguide/person.html?emplid=3c8a6f8ef1e694e1b5a8783e1173f0bf583804db
https://www.researchgate.net/publication/275584807_Gleason's_Contribution_to_the_Solution_of_Hilbert's_Fifth_Problem
Parents
Sign in to add mentor| Andrew Mattei Gleason | grad student | 1956 | Harvard | |
| (A Global Formulation of the Lie Theory of Transformation Groups.) | ||||
| George Whitelaw Mackey | grad student | 1956 | Harvard | |
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Publications
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| Palais B, Palais R. (2007) Euler's fixed point theorem: The axis of a rotation Journal of Fixed Point Theory and Applications. 2: 215-220 |
| Palais RS. (2007) A simple proof of the Banach contraction principle Journal of Fixed Point Theory and Applications. 2: 221-223 |
| Palais RS. (1997) The symmetries of solitons Bulletin of the American Mathematical Society. 34: 339-403 |
| Hsiang WY, Palais RS, Terng CL. (1988) The topology of isoparametric submanifolds Journal of Differential Geometry. 27: 423-460 |
| Palais RS, Terng CL. (1987) A general theory of canonical forms Transactions of the American Mathematical Society. 300: 771-789 |
| Palais RS. (1979) The principle of symmetric criticality Communications in Mathematical Physics. 69: 19-30 |
| Palais RS. (1978) A Topological Gauss-Bonnet Theorem Journal of Differential Geometry. 13: 385-398 |
| Palais RS. (1978) Some Analogues of Hartogs' Theorem in an Algebraic Setting American Journal of Mathematics. 100: 387 |
| Palais RS. (1970) C 1 Actions of Compact Lie Groups on Compact Manifolds are C 1 -Equivalent to C ∞ Actions American Journal of Mathematics. 92: 748 |
| Palais RS. (1969) The Morse lemma for Banach spaces Bulletin of the American Mathematical Society. 75: 968-971 |