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EspañolCLIFFORD TAUBES
'Clifford Henry Taubes' is a professor of mathematics at Harvard who works in gauge field theory and differential geometry. His work on the boundary of the moduli space of solutions to the Yang-Mills equations was used by Donaldson in his proof of Donaldson's theorem. He proved that 'R'4 has an uncountable number of smooth structures (see also exotic 'R'4), and (with Raoul Bott) proved Witten's rigidity theorem.
He was elected to the National Academy of Sciences in 1996.
★ ''Modeling Differential Equations in Biology'' ISBN 0-13-017325-8
★ ''The L Squared Moduli Spaces on Four Manifold With Cylindrical Ends'' (Monographs in Geometry and Topology)ISBN 1-57146-007-1
★ ''Metrics, Connections and Gluing Theorems'' (CBMS Regional Conference Series in Mathematics) ISBN 0-8218-0323-9
★ Taubes's Gromov invariant
★
★ Home page of Clifford Taubes
He was elected to the National Academy of Sciences in 1996.
| Contents |
| Books |
| See also |
| External links |
Books
★ ''Modeling Differential Equations in Biology'' ISBN 0-13-017325-8
★ ''The L Squared Moduli Spaces on Four Manifold With Cylindrical Ends'' (Monographs in Geometry and Topology)ISBN 1-57146-007-1
★ ''Metrics, Connections and Gluing Theorems'' (CBMS Regional Conference Series in Mathematics) ISBN 0-8218-0323-9
See also
★ Taubes's Gromov invariant
External links
★
★ Home page of Clifford Taubes
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