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Nontriviality of Rankin-Selberg L-functions and CM points
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Iwasawa Theory, modular forms and Artin representations)
85:, a field which he approached using novel ideas from
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Academic staff of the
University of British Columbia
239:"Vinayak Vatsal – The Mathematics Genealogy Project"
175:, Cambridge University Press, 2007, pp. 121–186
92:Vatsal has received numerous accolades. He was a
77:Vatsal's contributions include his work on the
58:. He then became a post-doctoral fellow at the
38:Vatsal received his B.Sc. degree in 1992 from
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152:Special values of anticyclotomic L-functions
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22:is a Canadian mathematician working in
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96:in 2002–2004 and a recipient of the
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160:, vol. 116, 2003, pp. 219–261
56:his proof of Fermat's Last Theorem
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243:www.genealogy.math.ndsu.nodak.edu
180:CM points and quaternion algebras
70:Vatsal joined the faculty at the
148:, vol 142, 2000, pp. 17–63
266:Vinayak Vatsal Homepage at UBC
72:University of British Columbia
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224:Canadian Mathematical Society
306:Princeton University alumni
42:and a Ph.D. (thesis title:
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301:Stanford University alumni
216:"2007 Coxeter–James Prize"
157:Duke Mathematical Journal
50:under the supervision of
146:Inventiones Mathematicae
127:Inventiones Mathematicae
108:(2007). In 2008, he was
286:Canadian mathematicians
54:who had just completed
291:Sloan Research Fellows
98:André Aisenstadt Prize
16:Canadian mathematician
185:Documenta Mathematica
116:Selected publications
60:University of Toronto
48:Princeton University
106:Coxeter–James Prize
66:Career and research
40:Stanford University
28:arithmetic geometry
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311:1969 births
132:Barry Mazur
112:in Madrid.
275:Categories
248:2019-03-07
193:References
34:Education
227:. 2007.
219:(PDF)
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