Cliff Henry Taubes

Affiliations: 
Mathematics Harvard University, Cambridge, MA, United States 
Google:
"Cliff Taubes"
Bio:

http://www.genealogy.math.ndsu.nodak.edu/id.php?id=18756

Parents

Sign in to add mentor
Arthur Michael Jaffe grad student 1980 Harvard
 (The Structure of Static Euclidean Gauge Fields)

Children

Sign in to add trainee
Michael Hutchings grad student 1998 Harvard
Jerrel H. Mast grad student 2005 Harvard
Amanda R. Alvine grad student 2007 Harvard
Chung-Jun Tsai grad student 2011 Harvard
BETA: Related publications

Publications

You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect.

Taubes CH. (2014) Magnetic Bag Like Solutions to the SU(2) Monopole Equations on ℝ3 Communications in Mathematical Physics. 330: 539-580
Tarnita CE, Taubes CH, Nowak MA. (2013) Evolutionary construction by staying together and coming together. Journal of Theoretical Biology. 320: 10-22
Hutchings M, Taubes CH. (2013) Proof of the Arnold chord conjecture in three dimensions, II Geometry and Topology. 17: 2601-2688
Carneiro MO, Taubes CH, Hartl DL. (2011) Model transcriptional networks with continuously varying expression levels. Bmc Evolutionary Biology. 11: 363
Taubes CH. (2011) Tamed to compatible: Symplectic forms via moduli space integration Journal of Symplectic Geometry. 9: 161-250
Hutchings M, Taubes CH. (2011) Proof of the Arnold chord conjecture in three dimensions i Mathematical Research Letters. 18: 295-313
Taubes CH. (2010) Differential topology The Princeton Companion to Mathematics. 396-408
Hutchings M, Taubes CH. (2009) The weinstein conjecture for stable Hamiltonian structures Geometry and Topology. 13: 901-941
Kutluhan C, Taubes CH. (2009) Seiberg-witten floer homology and symplectic forms on s1 × m3 Geometry and Topology. 13: 493-525
Taubes CH. (2009) The Seiberg-Witten equations and the Weinstein conjecture II: More closed integral curves of the Reeb vector field Geometry and Topology. 13: 1337-1417
See more...