R. Parimala - Concepedia

Author

R. Parimala

Tata Institute of Fundamental Research ORCID

Also Known As

M.-A. Knus, P.K. Raman, Parimala Raman, Parimala, R, Parimala, R., Parimala, Raman, R Parimala, R. Parimala, Raman Parimala

146

Publications

1.5K

Citations

H-Index

Concepts

All Affiliations

Tata Institute of Fundamental Research Emory University ETH Zurich University of Lausanne Université Paris-Sud

About

R. Parimala is an author at Tata Institute of Fundamental Research specializing in representation theory, education, and geometric group theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	2	2	65
2	Functional Analysis	2	2	96
3	Geometric Group Theory	2	2	65
4	Engineering	1	1	59
5	Geometry	1	1	15

R. Parimala

Publications

951

Citations

H-Index

Page 1

	Year	Citations
Galois cohomology of the classical groups over fields of cohomological dimension?2 Eva Bayer‐Fluckiger, R. Parimala Inventiones mathematicae Finite FieldGalois CohomologyCohomological DimensionAlgebraic TheoryClassical Groups	1995	96
Patching and local-global principles for homogeneous spaces over function fields of $p$-adic curves Jean-Louis Colliot-Thélène, R. Parimala, Venapally Suresh Commentarii Mathematici Helvetici Schubert CalculusFunction FieldsLocal-global PrinciplesGlobal GeometrySmooth Projective Curve	2012	71
Arithmetic of linear algebraic groups over 2-dimensional geometric fields J.-L. Colliot-Thélàne, Philippe Gille, R. Parimala Duke Mathematical Journal Linear GroupsLinear Algebraic GroupsFinite FieldAlgebraic Structure	2004	66
Hermitian Analogue of a Theorem of Springer R. Parimala, R. Sridharan, V. Suresh Journal of Algebra Spectral TheoryEngineeringRepresentation TheoryHermitian AnalogueAlgebraic Analysis	2001	59
Real components of algebraic varieties and �tale cohomology Jean-Louis Colliot-Th�l�ne, R. Parimala Inventiones mathematicae Real Algebraic GeometrySchubert CalculusReal Components	1990	52
Classical Groups and the Hasse Principle Eva Bayer‐Fluckiger, R. Parimala Annals of Mathematics Geometric Group TheoryRepresentation TheoryFrattini SubgroupEducationOrdered Group	1998	50
The u-invariant of the function fields of p-adic curves R. Parimala, V. Suresh Annals of Mathematics Geometry Of NumberAutomorphic FormFunction FieldsP-aidc CurvesModular Form	2010	40
Quadratic forms over fraction fields of two-dimensional Henselian rings and Brauer groups of related schemes Jean-Louis Colliot-Thélène, Manuel Ojanguren, R. Parimala Infoscience (Ecole Polytechnique Fédérale de Lausanne)	2002	39
Period-index and u-invariant questions for function fields over complete discretely valued fields R. Parimala, V. Suresh Inventiones mathematicae U-invariant QuestionsFunction FieldsFinite FieldAlgebraic AnalysisFunctional Analysis	2013	37
Zero-cycles on quadric fibrations: Finiteness theorems and the cycle map R. Parimala, V. Suresh Inventiones mathematicae Schubert CalculusProjective GeometryFiniteness TheoremsAlgebraic CombinatoricsReal Algebraic Geometry	1995	31

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