Mircea Mustață Explained
Mircea Immanuel Mustață (in Romanian; Moldavian; Moldovan pronounced as /mir.'tʃa musˈta.t͡sə/; born 1971) is a Romanian-American mathematician, specializing in algebraic geometry.
Background
Mustață was born in Romania. He received a bachelor's degree in 1995 and a master's degree the following year, both from the University of Bucharest. For his doctorate, Mustață moved to the United States, obtaining his PhD from UC Berkeley in 2001. His thesis, Singularities and Jet Schemes, was advised by David Eisenbud.
A Clay Research Fellow during 2001–04, Mustață held postdoc positions at the University of Nice Sophia Antipolis (Fall 2001), the Isaac Newton Institute (Spring 2002), and Harvard University (2002–04).
Since 2004, when he became an associate professor, Mustață has been on the faculty of the University of Michigan in Ann Arbor. He was made a full professor by Michigan in 2008.[1] In fall 2006, he was at the Institute for Advanced Study.[2] From 2006 to 2011, he held a five-year Packard Fellowship.[1]
Mustață was an invited speaker at the 2004 European Mathematical Congress in Stockholm and at the 2014 International Congress of Mathematicians in Seoul.[3]
His doctoral students include Fields medalist June Huh.
Research
Mustață's research deals with a wide range of topics in algebraic geometry, including:
Selected publications
- Ein . Lawrence. Lawrence Ein . Lazarsfeld . Robert. Robert Lazarsfeld . Mustaţă . Mircea . Nakamaye . Michael . Popa . Mihnea. Mihnea Popa . 2006 . Asymptotic invariants of base loci . . 56 . 6. 1701–1734 . math/0308116. 2003math......8116E . 10.5802/aif.2225 . 33125067.
- Book: Ein . Lawrence. Lawrence Ein . Mustaţă . Mircea . 2009 . Jet schemes and singularities . Algebraic geometry—Seattle 2005. Part 2 . 505–546 . Proceedings of Symposia in Pure Mathematics . 80 . American Mathematical Society. Providence, RI . math/0612862 . 2483946 . 10.1090/pspum/080.2/2483946. 14119380.
- Budur . Nero . Mustaţă . Mircea . Saito . Morihiko . Morihiko Saito . 2006 . Bernstein-Sato polynomials of arbitrary varieties . . 142 . 3. 779–797 . math/0408408. 2004math......8408B . 10.1112/s0010437x06002193 . 6955564 .
- Mustaţă . Mircea . Payne . Sam . 2005 . Ehrhart polynomials and stringy Betti numbers . . 333 . 4 . 787–795 . math/0504486. 2005math......4486M . 10.1007/s00208-005-0691-x . 119118251 .
- Book: Mustaţă . Mircea . Takagi . Shunsuke . Watanabe . Kei-ichi . 2004 . F-thresholds and Bernstein-Sato polynomials . https://books.google.com/books?id=lsgcqL5_nHYC&pg=PA341 . Laptev . Ari . European Congress of Mathematics: Stockholm, June 27-July 2, 2004 . 341–364 . European Mathematical Society . math/0411170 . 978-3-03719-009-8. 2004math.....11170M .
- Ein . Lawrence . Lawrence Ein . Mustaţǎ . Mircea . 2004 . Inversion of adjunction for local complete intersection varieties . . 126 . 6. 1355–1365 . math/0301164. 2003math......1164E . 10.1353/ajm.2004.0044 . 17363166 .
- Mustaţǎ . Mircea . Popa . Mihnea . Mihnea Popa . 2016 . Hodge ideals . 1605.08088 . math.AG.
Personal life
Mustață currently resides in Ann Arbor, Michigan, with his wife, Olga, and daughter, Maya. His hobbies include hiking, reading, and playing board games.
References
- Web site: Mircea Mustaţă, C.V.. umich.edu.
- Web site: Mircea Mustata. IAS. 9 December 2019.
- The dimension of jet schemes of singular varieties . 2014. 1404.7731 . Mustata. Mircea. math.AG.
External links
