Don Hadwin
Affiliations: | University of New Hampshire, Durham, NH, United States |
Area:
MathematicsGoogle:
"Don Hadwin"Children
Sign in to add traineeJiankui Li | grad student | 2001 | UNH |
Tamas Waldhauser | grad student | 2004 | UNH |
Hassan Yousefi | grad student | 2005 | UNH |
Sandra E. Zak | grad student | 2005 | UNH |
Junsheng Fang | grad student | 2008 | UNH |
Weihua Li | grad student | 2008 | UNH |
Qihui Li | grad student | 2010 | UNH |
Yanni Chen | grad student | 2014 | UNH |
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Publications
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Li Q, Hadwin D, Li W, et al. (2020) Topological orbit dimension of MF C*-algebras and NFD algebras Operators and Matrices. 351-379 |
Hadwin D, Radjavi H. (2020) A note on Mirsky's theorem Linear Algebra and Its Applications. 603: 186-189 |
Hadwin D, Yousefi H. (2020) Maximal tracial algebras Banach Journal of Mathematical Analysis. 14: 1-19 |
Hadwin D, Shulman T. (2019) Variations of projectivity for C∗-algebras Pacific Journal of Mathematics. 301: 421-440 |
Hadwin D, Li W, Liu W, et al. (2019) A Characterisation Of Tracially Nuclear C*-Algebras Bulletin of the Australian Mathematical Society. 100: 119-128 |
Hadwin D, Shi R. (2018) A note on representations of commutative C^*-algebras in semifinite von Neumann algebras Operators and Matrices. 1129-1144 |
Fan Hu, Hadwin D, Liu Wi. (2018) An Extension of the Chen-Beurling-Helson-Lowdenslager Theorem Operators and Matrices. 215-228 |
Hadwin D, Shulman T. (2018) Stability of group relations under small Hilbert-Schmidt perturbations Journal of Functional Analysis. 275: 761-792 |
Hadwin D, Shulman TV. (2018) Stability under Small Hilbert–Schmidt Perturbations for C * -Algebras Functional Analysis and Its Applications. 52: 236-240 |
Hadwin D, Shulman T. (2018) Tracial stability for C*-algebras Integral Equations and Operator Theory. 90: 1-35 |