Emil J. Straube
Affiliations: | Texas A & M University, College Station, TX, United States |
Area:
MathematicsGoogle:
"Emil Straube"Children
Sign in to add traineeSamangi Maunasinghe | grad student | 2006 | Texas A & M |
Sonmez Sahutoglu | grad student | 2006 | Texas A & M |
Mehmet Celik | grad student | 2008 | Texas A & M |
Mustafa Ayyuru | grad student | 2014 | Texas A & M |
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Publications
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Biard S, Straube EJ. (2017) L2-Sobolev theory for the complex Green operator International Journal of Mathematics. 28: 1740006 |
Biard S, Straube EJ. (2017) Estimates for the complex Green operator: Symmetry, percolation, and interpolation Transactions of the American Mathematical Society. 371: 2003-2020 |
Straube EJ, Zeytuncu YE. (2015) Sobolev estimates for the complex Green operator on CR submanifolds of hypersurface type Inventiones Mathematicae. 201: 1073-1095 |
Herbig AK, Mcneal JD, Straube EJ. (2014) Duality of holomorphic function spaces and smoothing properties of the Bergman projection Transactions of the American Mathematical Society. 366: 647-665 |
Straube EJ, Zeytuncu YE. (2014) Erratum to: Sobolev estimates for the complex Green operator on CR submanifolds of hypersurface type Inventiones Mathematicae. 201: 1097-1098 |
Straube EJ. (2012) The complex Green operator on CR-submanifolds of ℂⁿ of hypersurface type: Compactness Transactions of the American Mathematical Society. 364: 4107-4125 |
Munasinghe S, Straube EJ. (2012) Geometric Sufficient Conditions for Compactness of the Complex Green Operator Journal of Geometric Analysis. 22: 1007-1026 |
Celik M, Straube EJ. (2009) Observations regarding compactness in the -neumann problem Complex Variables and Elliptic Equations. 54: 173-186 |
Raich AS, Straube EJ. (2008) Compactness of the complex Green operator Mathematical Research Letters. 15: 761-778 |
Straube EJ. (2008) A sufficient condition for global regularity of the ∂¯-Neumann operator Advances in Mathematics. 217: 1072-1095 |