Sarbarish Chakravarty

Author

Also Known As

Chakravarty, S, Chakravarty, Sarbarish, S Chakravarty, S. Chakravarty, SARBARISH CHAKRAVARTY, Sarbarish Chakravarty, Somesh Lahiri Chakravarty

Publications

1.4K

Citations

H-Index

Concepts

All Affiliations

University of Colorado Boulder University of Colorado Colorado Springs Applied Mathematics (United States)University of Colorado System UNSW Sydney

About

Sarbarish Chakravarty is an author at University of Colorado Boulder specializing in engineering, photonics, and physics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	14	594
2	Physics	8	8	255
3	Applied Physics	6	6	214
4	Optical Communication	5	5	169
5	Fiber Optics	1	1	26

Sarbarish Chakravarty

Publications

1.3K

Citations

H-Index

Page 1

	Year	Citations
Soliton Solutions of the KP Equation and Application to Shallow Water Waves Sarbarish Chakravarty, Yuji Kodama Studies in Applied Mathematics Spectral TheorySoliton SolutionsSchubert CalculusEngineeringShallow Water Waves	2009	169
A novel class of solutions of the non-stationary Schrödinger and the Kadomtsev–Petviashvili I equations Mark J. Ablowitz, Sarbarish Chakravarty, A. D. Trubatch, Physics Letters A Novel ClassNon-stationary SchrödingerIntegrable SystemNonlinear Functional Analysis	2000	106
A self-dual Yang-Mills hierarchy and its reductions to integrable systems in 1+1 and 2+1 dimensions Mark J. Ablowitz, Sarbarish Chakravarty, Leon A. Takhtajan Communications in Mathematical Physics Quantum Field TheorySelf-dual Yang-mills HierarchyConformal Field TheoryIntegrable SystemsGauge Theory	1993	89
Reductions of self-dual Yang-Mills fields and classical systems Sarbarish Chakravarty, Mark J. Ablowitz, Peter A. Clarkson Physical Review Letters Twistor TheoryLie TheoryQuantum Field TheoryEuler-arnold EquationsClassical Systems	1990	89
Integrable systems and reductions of the self-dual Yang–Mills equations Mark J. Ablowitz, Sarbarish Chakravarty, Rod Halburd Journal of Mathematical Physics Topological SolitonQuantum Field TheoryIntegrable SystemIntegrable SystemsChazy Equations	2003	86
Multisoliton interactions and wavelength-division multiplexing Sarbarish Chakravarty, J.R. Sauer, R. Brian Jenkins, Optics Letters Peak Frequency ShiftPhotonicsQuantum ScienceFree-space Optical NetworkEngineering	1995	80
Some reductions of the self-dual Yang–Mills equations to integrable systems in 2+1 dimensions Sarbarish Chakravarty, Steven L. Kent, Ezra T. Newman Journal of Mathematical Physics Spectral TheoryEngineeringSelf-dual Yang–mills EquationsQuantum Field TheorySelf-dual Yang–mills	1995	73
Four-wave mixing in wavelength-division-multiplexed soliton systems: damping and amplification Mark J. Ablowitz, Gino Biondini, Sarbarish Chakravarty, Optics Letters PhotonicsEngineeringPhysicsOptical PropertiesWavelength-division-multiplexed Soliton Systems	1996	55
The Generalized Chazy Equation from the Self‐Duality Equations Mark J. Ablowitz, Sarbarish Chakravarty, R. Halburd Studies in Applied Mathematics Spectral TheoryMonge-ampere EquationEngineeringQuantum Field TheorySpecial Mappings	1999	34
Elastic and inelastic line-soliton solutions of the Kadomtsev–Petviashvili II equation Gino Biondini, Sarbarish Chakravarty Mathematics and Computers in Simulation Topological SolitonIntegrable SystemKadomtsev–petviashvili Ii Equation	2006	34

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