Milena Dimova - Concepedia

Author

Milena Dimova

Also Known As

Dimova, Milena, Dimova, S., M G Dimova, M. Dimova, M. G. Dimova, Milena DIMOVA, Milena Dimova, S. Dimova, S. N. Dimova, S.N. Dimova

Publications

276

Citations

H-Index

Concepts

All Affiliations

Bulgarian Academy of Sciences Institute of Mathematics and Informatics

About

Milena Dimova is an author at Bulgarian Academy of Sciences specializing in numerical analysis, engineering, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	3	3	65
2	Physics	2	2	42
3	Natural Sciences	1	1	27
4	Applied Physics	1	1	27
5	Chemistry	1	1	27

Milena Dimova

Publications

139

Citations

H-Index

Page 1

	Year	Citations
The Kantorovich method for high-accuracy calculations of a hydrogen atom in a strong magnetic field: low-lying excited states Milena Dimova, M. S. Kaschiev, S. I. Vinitsky Journal of Physics B Atomic Molecular and Optical Physics Spectral TheoryNumerical AnalysisQuantum DynamicLocalized Excited StateEngineering	2005	27
Global existence of Cauchy problem for Boussinesq paradigm equation Nikolai Kutev, Natalia Kolkovska, Milena Dimova Computers & Mathematics with Applications Global ExistenceNonlinear Hyperbolic ProblemIntegrable SystemNonlinear Functional Analysis	2012	25
A new conservative finite difference scheme for Boussinesq paradigm equation Natalia Kolkovska, Milena Dimova Open Mathematics Numerical AnalysisSpectral TheoryBoussinesq Paradigm EquationEngineeringNonlinear Wave Propagation	2012	24
Global existence to generalized Boussinesq equation with combined power-type nonlinearities Nikolai Kutev, Natalia Kolkovska, Milena Dimova Journal of Mathematical Analysis and Applications	2013	22
Theoretical and Numerical Aspects for Global Existence and Blow Up for the Solutions to Boussinesq Paradigm Equation Nikolai Kutev, Natalia Kolkovska, Milena Dimova, AIP conference proceedings Numerical AnalysisBoussinesq Paradigm EquationInitial EnergyPhysicsHyperbolic Conservation Law	2011	15
Sign-preserving functionals and blow-up to Klein–Gordon equation with arbitrary high energy Nikolai Kutev, Natalia Kolkovska, Milena Dimova Applicable Analysis Spectral TheorySign-preserving FunctionalsNonlinear Functional AnalysisEngineeringPotential Theory	2015	14
Nonexistence of global solutions to new ordinary differential inequality and applications to nonlineardispersive equations Nikolay Kutev, Natalia Kolkovska, Milena Dimova Mathematical Methods in the Applied Sciences Initial EnergyElliptic EquationFinite TimeParabolic EquationSimilar Differential Inequalities	2015	12

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