Alexander D. Popov - Concepedia

Author

Alexander D. Popov

Also Known As

A. D Popov, A. D. POPOV, A. D. Popov, A.D. POPOV, A.D. Popov, ALEXANDER D. POPOV, Alexander D Popov, Alexander D. Popov, Er D. Popov, Popov, A. D.

136

Publications

1.5K

Citations

H-Index

Concepts

All Affiliations

Leibniz University Hannover Joint Institute for Nuclear Research Steklov Mathematical Institute

About

Alexander D. Popov is an author at Leibniz University Hannover specializing in quantum field theory, physics, and engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Physics	10	10	311
2	Engineering	4	4	67
3	Natural Sciences	2	2	25
4	Chemistry	1	1	15
5	Condensed Matter Physics	1	1	19

Alexander D. Popov

Publications

1.2K

Citations

H-Index

Page 1

	Year	Citations
Noncommutative multi-solitons in 2+1 dimensions Olaf Lechtenfeld, Alexander D. Popov Journal of High Energy Physics PhysicsTopological SolitonNon-commutative AlgebraIntegrable SystemNoncommutative Multi-solitons	2001	104
On supertwistors, the Penrose--Ward transform and $\CN=4$ super-Yang--Mills theory Alexander D. Popov, Christian Sämann Advances in Theoretical and Mathematical Physics	2005	66
Integrability of vortex equations on Riemann surfaces Alexander D. Popov Nuclear Physics B Global AnalysisVortex EquationsRiemann-hilbert ProblemVortex Dynamic	2009	58
Self-dual Yang-Mills fields in d=7,8, octonions and ward equations T. A. Ivanova, Alexander D. Popov Letters in Mathematical Physics Gauge TheoryWard EquationsQuantum Field TheoryGauge Field Theory	1992	50
The topological B-model on a mini-supertwistor space and supersymmetric Bogomolny monopole equations Alexander D. Popov, Christian Sämann, Martin Wolf Journal of High Energy Physics M-theorySupergravityPhysicsTopological SolitonQuantum Field Theory	2005	46
Integrable noncommutative sine-Gordon model Olaf Lechtenfeld, Liuba Mazzanti, Silvia Penati, Nuclear Physics B Integrable ProbabilityQuantum Field TheoryDiscrete Integrable SystemIntegrable System	2004	46
(Anti)self-dual gauge fields in dimensiond?4 T. A. Ivanova, Alexander D. Popov Theoretical and Mathematical Physics Self-dual Gauge FieldsGauge TheoryQuantum Field TheoryGauge Field Theory	1993	45
Non-Abelian Vortices on Riemann Surfaces: an Integrable Case Alexander D. Popov Letters in Mathematical Physics Integral GeometryGlobal AnalysisNon-abelian VorticesRiemann-hilbert Problem	2008	39
Rank two quiver gauge theory, graded connections and noncommutative vortices Olaf Lechtenfeld, Alexander D. Popov, Richard J. Szabo Journal of High Energy Physics Quantum Field TheoryQuiver Gauge TheoryNon-commutative AlgebraGauge TheoryGauge Field Theory	2006	39
Heterotic compactifications on nearly Kähler manifolds Olaf Lechtenfeld, Christoph Nölle, Alexander D. Popov Journal of High Energy Physics Global AnalysisComplex GeometryGlobal GeometryKähler Manifolds	2010	37

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