Types:

2018

  • Christensen, O., Hasannasab, M., Stoeva, D. T. (2018): Operator representations of sequences and dynamical sampling, in: Sampling Theory in Signal and Image Processing 17, 29-42. (article) BibTex
  • Pilipović, S., Stoeva, D. T. (2018): Frame expansions of test functions, tempered distributions, and ultradistributions, in: . (Birkhäuser), (in book) BibTex
  • Stoeva, D. T., Balazs, P. (2018): A survey on the unconditional convergence and the invertibility of multipliers with implementation, in: Casey, S. D., Okoudjou, K., Robinson, M., Sadler, B. (eds.), Sampling - Theory and Applications, Applied and Numerical Harmonic Analysis. (collection) BibTex

2017

  • Balazs, P., Holighaus, N., Necciari, T., Stoeva, D. T. (2017): Frame Theory for Signal Prcoessing in Psychoacoustics, in: Balan, R., Benedetto, J. J., Czaja, W., Dellatorre, M., Okoudjou, K. A. (eds.), Excursions in Harmonic Analysis Vol. 5. The February Fourier Talks at the Norbert Wiener Center. Basel (Springer), 225-268 (collection) BibTex
  • Stoeva, D. T., Balazs, P. (2017): Commutative properties of invertible multipliers in relation to representation of their inverses, in: Proceedings of SampTA (2017). Tallinn, 288-293. (inproceedings) BibTex

2016

  • Stoeva, D. T., Christensen, O. (2016): On Various R-duals and the Duality Principle, in: Integral Equations and Operator Theory 84, 577-590. (article) BibTex
  • Stoeva, D. T., Balazs, P. (2016): On the dual frame induced by an invertible frame multiplier, in: Sampling Theory in Signal and Image Processing 15, 119-130. (article) BibTex

2015

  • Balazs, P., Stoeva, D. T. (2015): Representation of the inverse of a frame multiplier, in: Journal of Mathematical Analysis and Applications 422, 981-994. (article) BibTex
  • Christensen, O., Stoeva, D. T. (2015): On R-duals and the duality principle, in: Proceedings of SampTA (2015). Washington DC (IEEE), 352-356. (inproceedings) BibTex
  • Stoeva, D. T., Christensen, O. (2015): On R-duals and the duality principle in Gabor analysis, in: Journal of Fourier Analysis and Applications 21, 383-400. (article) BibTex
  • Stoeva, D. T. (2015): On frames, dual frames, and the duality principle, in: Novi Sad Journal of Mathematics 45, 183-200. (article) BibTex
  • Stoeva, D. T., Balazs, P. (2015): The dual frame induced by an invertible frame multiplier, in: Proceedings of SampTA (2015). Washington DC, 101-104. (inproceedings) BibTex

2014

  • Pilipovic, S., Stoeva, D. T. (2014): Frechet frames, general definition and expansions., in: Analysis and Applications 12, 195-208. (article) BibTex
  • Stoeva, D. T., Balazs, P. (2014): Riesz Bases Multipliers, in: Cepedello Boiso, M., Hedenmalm, H., Kaashoek, M. A., Montes-Rodriguez, A., Treil, S. (eds.), Concrete Operators, Spectral Theory, Operators in Harmonic Analysis and Approximation (Vol. 236). Heidelberg, New York, Dordrecht (Birkhäuser), 475-482 (collection) BibTex

2013

  • Balazs, P., Stoeva, D. T. (2013): A review of the invertibility of Frame multipliers, in: Proceedings of the SampTA 2013. Bremen, Germany, 186-188. (inproceedings) BibTex
  • Stoeva, D. T., Balazs, P. (2013): Canonical forms of unconditionally convergent multipliers, in: Journal of Mathematical Analysis and Applications 399, 252-259. (article) BibTex
  • Stoeva, D. T., Balazs, P. (2013): Detailed characterization of unconditional convergence and invertibility of multipliers, in: Sampling Theory in Signal and Image Processing (STSIP) 12, 87-125. (article) BibTex
  • Stoeva, D. T. (2013): From Hilbert frames to General Frechet frames, in: "Complex Analysis and Applications '13" (Proc. Intern. Conf., Sofia, 2013). Sofia, Bulgaria (Institute of Mathematics and Informatics, Bulg. Acad. Sci.), 301-311. (inproceedings) BibTex

2012

  • Stoeva, D. T., Balazs, P. (2012): Invertibility of multipliers, in: Applied and Computational Harmonic Analysis 33, 292-299. (article) BibTex
  • Stoeva, D. T. (2012): Perturbation of frames for Banach spaces, in: Asian-European Journal of Mathematics 5, 1250011 (15 pages). (article) BibTex
  • Stoeva, D. T., Balazs, P. (2012): Weighted Frames and Frame Multipliers, in: Annual of the University of Architecture, Civil Engineering and Geodesy. Series II. Mathematics, Mechanics. XLIII-XLIV, 33-42. (article) BibTex

2011

  • Balazs, P., Stoeva, D., Antoine, J.-P. (2011): Classification of General Sequences by Frame-Related Operators, in: Sampling Theory in Signal and Image Processing 10, 151-170. (article) BibTex
  • Pilipović, S., Stoeva, D. T. (2011): Analysis of conditions for frame functions, examples with the orthogonal functions., in: Integral Transforms Spec. Funct. 22, 311-318. (article) BibTex
  • Pilipović, S., Stoeva, D. T. (2011): Series expansions in Fréchet spaces and their duals, construction of Fréchet frames., in: Journal of Approximation Theory 163, 1729-1747. (article) BibTex

Twenty-four entries found.