Grants per year
Personal profile
Research Interests
Symplectic and Poisson geometry, mathematical physics; Generalized geometry, supergeometry and derived structures; Lie groupoids and differentiable stacks, Lie algebroids.
Education/Academic qualification
Mathematics, PhD, University of California at Berkeley
… → 2011
Mathematics, PhD, University of California, Berkeley
… → 2011
Mathematics, BS, University of Arizona
… → 2002
Research interests keywords
- Contact geometry
- Symplectic geometry
- Topological groupoids
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Grants
- 1 Active
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Causeway Postbaccalaureate Program
Zaslow, E. (PD/PI), Zaslow, E. (PD/PI), Alongi, J. M. (Co-PD/PI), Alongi, J. M. (Co-PD/PI), Canez, S. (Co-PD/PI), Canez, S. (Co-PD/PI), Kra, B. R. (Co-PD/PI), Kra, B. R. (Co-PD/PI), Rogers, L. O. (Co-PD/PI) & Rogers, L. O. (Co-PD/PI)
9/1/19 → 8/31/25
Project: Research project
Research Output
- 1 Article
-
Double groupoids and the symplectic category
Cañez, S., Jun 18 2018, In: Journal of Geometric Mechanics. 10, 2, p. 217-250 34 p.Research output: Contribution to journal › Article › peer-review
Open Access