Diana T. Stoeva - Concepedia

Author

Diana T. Stoeva

Acoustics Research Institute ORCID

Also Known As

D.T. Stoeva, Diana Stoeva, Diana T. Stoeva, Diana Todorova Stoeva, Stoeva, D., Stoeva, Diana, Stoeva, Diana T.

Publications

603

Citations

H-Index

Concepts

All Affiliations

Acoustics Research Institute Technical University of Denmark University of Architecture, Civil Engineering and Geodesy

About

Diana T. Stoeva is an author at Acoustics Research Institute specializing in functional analysis, engineering, and inverse problems.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Functional Analysis	6	6	221
2	Engineering	4	4	91
3	Inverse Problems	3	3	110
4	Computer Engineering	1	1	28
5	Duality Theory	1	1	15

Diana T. Stoeva

Publications

478

Citations

H-Index

Page 1

	Year	Citations
Frame expansions in separable Banach spaces Pete Casazza, Ole Christensen, Diana T. Stoeva Journal of Mathematical Analysis and Applications Infinite Dimensional AnalysisFrame ExpansionsInterpolation SpaceGabor ExpansionFunctional Analysis	2005	105
p-Frames in Separable Banach Spaces Ole Christensen, Diana T. Stoeva Advances in Computational Mathematics	2003	96
Invertibility of multipliers Diana T. Stoeva, Péter Balázs Applied and Computational Harmonic Analysis Inverse ProblemsModulus ProblemMatrix TheoryMatrix Analysis	2011	66
Representation of the inverse of a frame multiplier Péter Balázs, Diana T. Stoeva Journal of Mathematical Analysis and Applications	2014	43
Canonical forms of unconditionally convergent multipliers Diana T. Stoeva, Péter Balázs Journal of Mathematical Analysis and Applications	2012	42
Classification of General Sequences by Frame-Related Operators Péter Balázs, Diana T. Stoeva, Jean-Pierre Antoine Sampling Theory in Signal and Image Processing Sequence ModellingEngineeringPattern RecognitionTemporal Pattern RecognitionGeneral Sequences	2011	32
Unconditional convergence and invertibility of multipliers Diana T. Stoeva, Péter Balázs arXiv (Cornell University) Linear OperatorEngineeringPerturbation MethodSingularly Perturbed ProblemComputer Engineering	2009	28
On R-Duals and the Duality Principle in Gabor Analysis Diana T. Stoeva, Ole Christensen Journal of Fourier Analysis and Applications Duality PrincipleGabor ExpansionGeneralized FunctionGlobal AnalysisFunctional Analysis	2014	25
Detailed Characterization of Conditions for the Unconditional Convergence and Invertibility of Multipliers Diana T. Stoeva, Péter Balázs Sampling Theory in Signal and Image Processing Spectral TheoryDetailed CharacterizationEngineeringInverse ProblemsUnconditional Convergence	2013	16
On Various R-duals and the Duality Principle Diana T. Stoeva, Ole Christensen Integral Equations and Operator Theory Duality PrincipleInfinite Dimensional AnalysisLinear OperatorEngineeringRepresentation Theory	2016	15

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