Vinayak Vatsal

Q: What Schools Are Affiliated With Vinayak Vatsal

Vinayak Vatsal is affiliated with the following schools: University of British Columbia, Princeton University, Stanford University

Vinayak Vatsal's AcademicInfluence.com Rankings

Vinayak Vatsal

Mathematics

#5281

World Rank

#7442

Historical Rank

Number Theory

#223

World Rank

#287

Historical Rank

Algebra

#872

World Rank

#1139

Historical Rank

Measure Theory

#5392

World Rank

#6396

Historical Rank

mathematics Degrees

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Mathematics

Why Is Vinayak Vatsal Influential?

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According to Wikipedia, Vinayak Vatsal is a Canadian mathematician working in number theory and arithmetic geometry. Education Vatsal received his B.Sc. degree in 1992 from Stanford University and a Ph.D. in 1997 from Princeton University under the supervision of Andrew Wiles who had just completed his proof of Fermat's Last Theorem. He then became a post-doctoral fellow at the University of Toronto.

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Vinayak Vatsal's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

On the Iwasawa invariants of elliptic curves (1999) (165)
Uniform distribution of Heegner points (2002) (130)
Special values of anticyclotomic $L$-functions (2003) (126)
Canonical periods and congruence formulae (1999) (106)
L -functions and Galois Representations: Nontriviality of Rankin-Selberg L -functions and CM points (2007) (79)
CM points and quaternion algebras (2005) (58)
Ternary Diophantine equations of signature (p, p, 3) (2004) (50)
On the local behaviour of ordinary $$-adic representations (2004) (48)
Rank-one twists of a certain elliptic curve (1998) (40)
MULTIPLICATIVE SUBGROUPS OF J0(N) AND APPLICATIONS TO ELLIPTIC CURVES (2005) (37)
Deformations of induced Galois representations (2003) (28)
Special Value Formulae for Rankin L-Functions (2004) (23)
Special values of L-functions modulo p (2006) (17)
Integral periods for modular forms (2013) (11)
On local Galois representations associated to ordinary Hilbert modular forms (2013) (11)
Locally Indecomposable Galois Representations (2011) (10)
Congruence Properties of Values of L-Functions and Applications (1999) (6)
Iwasawa Theory for Artin Representations, I (2018) (6)
On the L ‐invariant of the adjoint of a weight one modular form (2021) (3)
Modular symbols, Eisenstein series, and congruences (2014) (3)
Iwasawa Invariants for Symmetric Square Representations (2021) (1)
UBC ’ s report to the BC Human Rights Tribunal on the Gender Pay Gap in Professorial Salaries at UBC 2018 (2018) (0)
Complex multiplication: A concise introduction (2011) (0)
On the Iwasawa Invariants of Ellipti Curves (2007) (0)
On local Galois representations associated to ordinary Hilbert modular forms (2013) (0)
On the $\mathcal L$-invariant of the adjoint of a weight one modular form (2019) (0)
Iwasawa theory, modular forms, and Artin representations (1997) (0)
Test vectors for some ramified representations (2018) (0)
Deformations of Induced Galois Representations S . Cho (2000) (0)
Integral periods for modular forms (2013) (0)

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Other Resources About Vinayak Vatsal

en.wikipedia.org

What Schools Are Affiliated With Vinayak Vatsal?

Vinayak Vatsal is affiliated with the following schools:

Vinayak Vatsal's Academic­Influence.com Rankings

Why Is Vinayak Vatsal Influential?

Vinayak Vatsal's Published Works

Published Works

Other Resources About Vinayak Vatsal

What Schools Are Affiliated With Vinayak Vatsal?

Vinayak Vatsal's AcademicInfluence.com Rankings