Sema Salur
Turkish-American mathematician
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Mathematics
Sema Salur's Degrees
- PhD Mathematics University of California, Berkeley
- Masters Mathematics University of California, Berkeley
- Bachelors Mathematics Middle East Technical University
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Why Is Sema Salur Influential?
(Suggest an Edit or Addition)According to Wikipedia, Sema Salur is a Turkish-American mathematician, currently serving as a Professor of Mathematics at the University of Rochester. She was awarded the Ruth I. Michler Memorial Prize for 2014–2015, a prize intended to give a recently promoted associate professor a year-long fellowship at Cornell University; and has been the recipient of a National Science Foundation Research Award beginning in 2017. She specialises in the "geometry and topology of the moduli spaces of calibrated submanifolds inside Calabi–Yau, G2 and Spin manifolds", which are important to certain aspects of string theory and M-theory in physics, theories that attempt to unite gravity, electromagnetism, and the strong and weak nuclear forces into one coherent Theory of Everything.
Sema Salur's Published Works
Published Works
- DEFORMATIONS OF SPECIAL LAGRANGIAN SUBMANIFOLDS (1999) (85)
- Deformations in G2 manifolds (2008) (34)
- Deformations of asymptotically cylindrical coassociative submanifolds with fixed boundary (2004) (32)
- Calibrated manifolds and Gauge theory (2004) (30)
- Existence of Compatible Contact Structures on $G_2$-manifolds (2011) (20)
- Asymptotically cylindrical Ricci-flat manifolds (2004) (17)
- Mirror Duality via G_2 and Spin(7) Manifolds (2006) (16)
- Associative submanifolds of a G2 manifold (2004) (12)
- New spin(7) holonomy metrics admitting G 2 holonomy reductions and M-theory/type-IIA dualities (2008) (12)
- Deformations in G_2 Manifolds (2007) (11)
- Calibrated associative and Cayley embeddings (2007) (8)
- Deformations of Asymptotically Cylindrical Coassociative Submanifolds with Moving Boundary (2006) (7)
- Remarks on Hamiltonian Structures in G_2-Geometry (2013) (5)
- Mirror Duality in a Joyce Manifold (2007) (5)
- A Gluing Theorem for Special Lagrangian Submanifolds (2001) (5)
- On Constructing Special Lagrangian Submanifolds by Gluing (2002) (5)
- Deformations of Special Lagrangian Submanifolds; An Approach via Fredholm Alternative (2006) (4)
- Mirror symmetry aspects for compact G(2) manifolds (2007) (3)
- Calibrations and Manifolds with Special Holonomy (2014) (3)
- Mirror duality and G(2) manifolds (2006) (3)
- Contact Structures on G_2-Manifolds and Spin 7-Manifolds (2012) (3)
- A Note on Closed G_2-Structures and 3-Manifolds (2011) (3)
- DEFORMATIONS OF LAGRANGIAN TYPE SUBMANIFOLDS INSIDE G2 MANIFOLDS (2015) (2)
- Lagrangian-type submanifolds of G2 and Spin(7) manifolds and their deformations (2016) (2)
- Harvey Lawson Manifolds and Dualities (2015) (1)
- A note on closed G2-structures and 3-manifolds ; A note on closed G2-structures and 3-manifolds (2014) (1)
- Diffeomorphisms of 7-Manifolds with Closed G_2-Structure (2011) (1)
- Deformations of Asymptotically Cylindrical Special Lagrangian Submanifolds with Fixed Boundary (2009) (1)
- Deformations of Asymptotically Cylindrical Special Lagrangian Submanifolds with Moving Boundary (2009) (1)
- Geometric Structures on $$G_2$$ Manifolds (2022) (0)
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