Ciprian Manolescu (born December 24, 1978) is a Romanian-American mathematician, working in gauge theory, symplectic geometry, and low-dimensional topology...
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Romanian-American mathematician Ciprian Manolescu (born 1978), Romanian mathematician Ciprian Marica (born 1985), Romanian footballer Ciprian Milea (born 1984), Romanian...
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Manolescu is a Romanian surname that may refer to: Ciprian Manolescu Nicolae Manolescu Ion Manolescu-Strunga Mihail Manoilescu Manole (name) Manolescu...
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students, such as Lisa Sauermann, Reid W. Barton, Nicușor Dan and Ciprian Manolescu have performed exceptionally well in the IMO, winning multiple gold...
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Ciprian Manolescu, the only person to achieve three perfect scores at the IMO (1995–1997)....
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Kedlaya Harvard 1993 1994 1995 Lenhard L. Ng Harvard 1993 1994 1995 Ciprian Manolescu Harvard 1997 1998 2000 Aaron C. Pixton Princeton 2004 2005 2007 Yufei...
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Mathematical Olympiad with 316 total medals, dating back to 1959. Ciprian Manolescu managed to write a perfect paper (42 points) for a gold medal more...
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Mathematical Olympiad with 316 total medals, dating back to 1959. Ciprian Manolescu managed to write a perfect paper (42 points) for gold medal more times...
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Kronheimer's PhD students have included Ian Dowker, Jacob Rasmussen, Ciprian Manolescu, and Olga Plamenevskaya. "Harvard Mathematics Department : Information...
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Casson) is not even homeomorphic to a simplicial complex. In 2013, Ciprian Manolescu proved that there exist compact topological manifolds of dimension...
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Dăscălescu Mircea Dincă Viviana Grădinaru Adrian Bejan Sergiu Pașca Ciprian Manolescu Ioana Dumitriu Alexandra Bellow Dan-Virgil Voiculescu Ileana Streinu...
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grade : 9.95 The average Baccalaureate grade : 9.42 Mathematician Ciprian Manolescu, the only three-time winner of the International Mathematics Olympiad...
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connected sum Σ#Σ of Σ with itself bounds a smooth acyclic 4-manifold. Ciprian Manolescu showed that there is no such homology sphere with the given property...
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Figalli (Italy)F - Adrian Ioana (Romania) - Mathieu Lewin (France) - Ciprian Manolescu (Romania) - Grégory Miermont (France) - Sophie Morel (France) - Tom...
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topological manifolds that are not homeomorphic to any simplicial complex. Ciprian Manolescu showed that there are topological manifolds in each dimension greater...
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(1847–1903), historian Gheorghe Mihăilescu (1888–?), World War I pilot Ciprian Manolescu (b. 1978), mathematician Andreea Ogrăzeanu (b. 1990), sprinter Florin...
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homeomorphic to a simplicial complex was an open problem. In 2013, Ciprian Manolescu posted a preprint on the ArXiv showing that there are manifolds in...
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Klainerman Traian Lalescu Florian Luca Alexandru Lupaș George Lusztig Ciprian Manolescu Solomon Marcus George Marinescu Octav Mayer Preda Mihăilescu Gheorghe...
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and leading experts Dror Bar-Natan, Lev Rozansky, Oleg Viro, and Ciprian Manolescu giving plenary talks. Knots in Washington XX was dedicated to the...
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to be isomorphic to a singly graded version of Khovanov homology. Ciprian Manolescu has since simplified their construction and shown how to recover the...
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Machedon – mathematician, professor at the University of Maryland Ciprian Manolescu – mathematician, professor at Stanford University Irina Mitrea – mathematician...
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for varieties of log general type," J. Amer. Math. Soc. (2010) 2019 Ciprian Manolescu for "Pin(2)-equivariant Seiberg–Witten Floer homology and the triangulation...
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Honorable mention: Wai Ling Yee (University of Waterloo) 2001 Winner: Ciprian Manolescu (Floer Homology, Harvard University) Honorable mention: Michael Levin...
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Madry [fr] Mohamed Majdoub Eugenia Malinnikova Maryanthe Malliaris Ciprian Manolescu Yvan Martel Nader Masmoudi András Mathé Kaisa Matomäki James Maynard...
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Poénaru, Henri Moscovici, Tudor Ratiu, Eleny Ionel, Cornelia Druțu, and Ciprian Manolescu (known for his application of Seiberg–Witten Floer theory to the Hauptvermutung)...
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- The geometry and topology of scalar curvature in low dimensions Ciprian Manolescu (Stanford University) - A knot Floer stable homotopy type Assaf Naor...
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Conjecture. American Mathematical Society. p. ix. ISBN 9780821843284. Manolescu, Ciprian (2016), "Pin(2)-equivariant Seiberg–Witten Floer homology and the...
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arXiv:1604.00290, doi:10.1016/j.aim.2021.107796, S2CID 119307517. Manolescu, Ciprian; Ozsváth, Peter S.; Sarkar, Sucharit (2009), "A combinatorial description...
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(1216). arXiv:0810.0687. doi:10.1090/memo/1216. S2CID 115166724. Manolescu, Ciprian (2003). "Seiberg–Witten–Floer stable homotopy type of three-manifolds...
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341; Ciprian, p.40–42 Ciprian, p.40–42 Ciprian, p.42 Ciprian, p.47–49 Ciprian, p.49 Cernat, Avangarda, p.344 Ciprian, p.50–57 Ciprian, p.59–60 Ciprian, p...
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