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C. S. Rajan
C. S. Rajan
Professor of Mathematics, TIFR, Mumbai, India
Verified email at math.tifr.res.in
Title
Cited by
Cited by
Year
Distinguished representations, base change, and reducibility for unitary groups
UK Anandavardhanan, CS Rajan
International Mathematics Research Notices 2005 (14), 841-854, 2005
592005
On strong multiplicity one for l-adic representations
CS Rajan
International Mathematics Research Notices 1998 (3), 161-172, 1998
551998
Frobenius splitting and ordinarity
K Joshi, CS Rajan
International Mathematics Research Notices 2003 (2), 109-121, 2003
392003
Unique decomposition of tensor products of irreducible representations of simple algebraic groups
CS Rajan
Annals of mathematics, 683-704, 2004
322004
Congruences for rational points on varieties over finite fields
N Fakhruddin, CS Rajan
Mathematische Annalen 333 (4), 797-809, 2005
252005
The density of ramified primes in semisimple p-adic Galois representations
C Khare, CS Rajan
International Mathematics Research Notices 2001 (12), 601-607, 2001
232001
On the non-vanishing of the first Betti number of hyperbolic three manifolds
CS Rajan
Mathematische Annalen 330, 323-329, 2004
212004
On an archimedean analogue of Tate's conjecture
D Prasad, CS Rajan
Journal of Number Theory 99 (1), 180-184, 2003
162003
On the image and fibres of solvable base change
CS Rajan
Mathematical Research Letters 9 (4), 499-508, 2002
162002
On a spectral analog of the strong multiplicity one theorem
C Bhagwat, CS Rajan
International Mathematics Research Notices 2011 (18), 4059-4073, 2011
152011
On the size of the Shafarevich—Tate group of elliptic curves over function fields
CS Rajan
Compositio Mathematica 105 (1), 29-41, 1997
141997
Stronger multiplicity one theorems for forms of general type on GL2
MR Murty¹, CS Rajan
Analytic Number Theory: Proceedings of a Conference in Honor of Heini …, 1996
141996
On the vanishing of the measurable Schur cohomology groups of Weil groups
CS Rajan
Compositio Mathematica 140 (1), 84-98, 2004
132004
Refinement of strong multiplicity one for automorphic representations of 𝐺𝐿 (𝑛)
C Rajan
Proceedings of the American Mathematical Society 128 (3), 691-700, 2000
122000
Recovering modular forms and representations from tensor and symmetric powers
CS Rajan
Algebra and Number Theory: Proceedings of the Silver Jubilee Conference …, 2005
102005
Recovering modular forms and representations from tensor and symmetric powers
CS Rajan
Algebra and Number Theory: Proceedings of the Silver Jubilee Conference …, 2005
102005
Commensurability and representation equivalent arithmetic lattices
C Bhagwat, S Pisolkar, CS Rajan
International Mathematics Research Notices 2014 (8), 2017-2036, 2014
92014
On isospectral arithmetical spaces
CS Rajan
American journal of mathematics 129 (3), 791-806, 2007
92007
Distribution of values of Hecke characters of infinite order
CS Rajan
Acta Arithmetica 85 (3), 279-291, 1998
91998
Locally potentially equivalent two dimensional Galois representations and Frobenius fields of elliptic curves
M Kulkarni, VM Patankar, CS Rajan
Journal of Number Theory 164, 87-102, 2016
82016
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