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mathematics (30) 30
physical sciences (22) 22
science & technology (22) 22
fourier analysis (12) 12
mathematics, applied (12) 12
harmonic analysis (10) 10
abstract harmonic analysis (9) 9
wavelets (9) 9
mathematics - functional analysis (8) 8
analysis (7) 7
frames (7) 7
numerical analysis (7) 7
approximations and expansions (5) 5
heisenberg group (5) 5
computer mathematics (4) 4
computer science (4) 4
exact sciences and technology (4) 4
functional analysis (4) 4
functions, potential (4) 4
mathematical analysis (4) 4
mathematics - representation theory (4) 4
potential functions (4) 4
sciences and techniques of general use (4) 4
spectral theory (4) 4
analysis, fourier (3) 3
applied mathematics (3) 3
big data (3) 3
computational science and engineering (3) 3
decomposition (3) 3
interpolation (3) 3
lie groups (3) 3
manifolds (3) 3
mathematics - classical analysis and odes (3) 3
mathematics / calculus (3) 3
mathematics / mathematical analysis (3) 3
multi-user (3) 3
partial differential equations (3) 3
pseudodifferential operators (3) 3
riesz bases (3) 3
schwartz functions (3) 3
signal, image and speech processing (3) 3
42c15 (2) 2
besov spaces (2) 2
classical analysis and odes (2) 2
continuous wavelets (2) 2
data sets, large (2) 2
e-book paket springer, mathematics and statistics (2) 2
electronic data processing (2) 2
gabor frame (2) 2
harmonic analysis on euclidean spaces (2) 2
integers (2) 2
large data sets (2) 2
mathematical functions (2) 2
mathematical methods in physics (2) 2
mathematics - spectral theory (2) 2
mathematics, general (2) 2
numerical analysis. scientific computation (2) 2
operator theory (2) 2
sphere (2) 2
time-frequency analysis (2) 2
topological groups, lie groups (2) 2
torus (2) 2
wavelet frame (2) 2
wavelet transforms (2) 2
22e40 (1) 1
42c40 (1) 1
43a46 (1) 1
43a80 (1) 1
92a20 (1) 1
abstract harmonic analysis -- abstract harmonic analysis -- means on groups, semigroups, etc.; amenable groups (1) 1
abstract harmonic analysis -- abstract harmonic analysis -- other transforms and operators of fourier type (1) 1
admissibility (1) 1
algorithms (1) 1
analyse harmonique actes de congrès (1) 1
analysis of pdes (1) 1
angular power spectrum (1) 1
análisis armónico (1) 1
appl. mathematics/computational methods of engineering (1) 1
appl.mathematics/computational methods of engineering (1) 1
applications of mathematics (1) 1
approximations and expansions -- approximations and expansions -- interpolation (1) 1
article subject (1) 1
astrophysics (1) 1
atmospheric and oceanic physics (1) 1
automorphisms (1) 1
band-limited functions (1) 1
beeldverwerking (1) 1
besov space (1) 1
brackets (1) 1
calculus (1) 1
calderón condition for frames (1) 1
carnot groups (1) 1
chemical properties (1) 1
collection (1) 1
complex spaces with a group of automorphisms (1) 1
computation (1) 1
computational geometry (1) 1
computational science (1) 1
convergence (1) 1
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1. Full Text Non-convex Optimization via Strongly Convex Majorization-minimization
by Mayeli, Azita
Canadian mathematical bulletin, ISSN 0008-4395, 12/2020, Volume 63, Issue 4, pp. 726 - 737
Physical Sciences | Mathematics | Science & Technology | Computational geometry | Algorithms | Cost function | Convexity | Convex analysis | Optimization | Convergence
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2. Full Text Riesz Wavelets, Tiling and Spectral Sets in LCA Groups
by Mayeli, Azita and Mayeli, Azita
Complex analysis and operator theory, ISSN 1661-8254, 4/2019, Volume 13, Issue 3, pp. 1177 - 1195
Spectral and tiling | 43A46 | Wavelets | Primary 43A25 | Operator Theory | Secondary 52C22 | 42C40 | Analysis | Mathematics, general | Mathematics | Riesz bases | Physical Sciences | Mathematics, Applied | Science & Technology | Collection | Wavelet analysis | Spectra | Tiling
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3. Full Text Asymptotic uncorrelation for Mexican needlets
by Mayeli, Azita
Journal of mathematical analysis and applications, ISSN 0022-247X, 2010, Volume 363, Issue 1, pp. 336 - 344
Wavelets | Spherical harmonics | Mexican needlets | Legendre (Gegenbauer) polynomials | Angular power spectrum | Second-order isotropy | Spherical Laplacian operator | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Numerical analysis. Scientific computation | Numerical analysis | Mathematical analysis | Global analysis, analysis on manifolds | Exact sciences and technology | Fourier analysis | Topology. Manifolds and cell complexes. Global analysis and analysis on manifolds | Special functions | Sciences and techniques of general use
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4. Full Text Non-separable Lattices, Gabor Orthonormal Bases and Tilings
by Lai, Chun-Kit and Mayeli, Azita
The Journal of fourier analysis and applications, ISSN 1069-5869, 12/2019, Volume 25, Issue 6, pp. 3075 - 3103
Abstract Harmonic Analysis | Mathematical Methods in Physics | Tiling and spectral sets | Fourier Analysis | Signal,Image and Speech Processing | Gabor orthonormal bases | Approximations and Expansions | Mathematics | Non-separable lattices | Partial Differential Equations | Physical Sciences | Mathematics, Applied | Science & Technology | Domains | Tiles | Window functions | Lattices
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5. Full Text Continuous wavelets on compact manifolds
by Geller, Daryl and Mayeli, Azita
Mathematische Zeitschrift, ISSN 0025-5874, 08/2009, Volume 262, Issue 4, pp. 895 - 927
Manifolds | Sphere | Time-Frequency Analysis | Frames | Wavelets | Pseudodifferential Operators | Continuous Wavelets | Torus | Schwartz Functions | Hölder Spaces | Spectral Theory | Physical Sciences | Mathematics | Science & Technology
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6. Full Text Exponential bases, Paley–Wiener spaces and applications
by Iosevich, Alex and Mayeli, Azita
Journal of functional analysis, ISSN 0022-1236, 01/2015, Volume 268, Issue 2, pp. 363 - 375
Frames | Riesz bases | Paley–Wiener spaces | Vector-valued Gabor systems | Paley-Wiener spaces | Physical Sciences | Mathematics | Science & Technology
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7. Full Text Shannon multiresolution analysis on the Heisenberg group
by Mayeli, Azita
Journal of mathematical analysis and applications, ISSN 0022-247X, 2008, Volume 348, Issue 2, pp. 671 - 684
Heisenberg group | Schrödinger representations | Group Fourier transformation | Plancherel theorem | Band-limited functions | Convolution operator | Wavelet frame | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Numerical analysis. Scientific computation | Numerical analysis | Mathematical analysis | Numerical linear algebra | Exact sciences and technology | Fourier analysis | Sciences and techniques of general use
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8. Full Text Nearly tight frames and space-frequency analysis on compact manifolds
by Geller, Daryl and Mayeli, Azita
Mathematische Zeitschrift, ISSN 0025-5874, 2009, Volume 263, Issue 2, pp. 235 - 264
Manifolds | Sphere | Frames | Time-frequency analysis | Wavelets | Pseudodifferential operators | Spectral theory | Torus | Schwartz functions | Continuous wavelets | Physical Sciences | Mathematics | Science & Technology
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9. Full Text Calderón-type inequalities for affine frames
by Barbieri, Davide and Hernández, Eugenio and Mayeli, Azita
Applied and computational harmonic analysis, ISSN 1063-5203, 01/2021, Volume 50, pp. 326 - 352
Gabor systems | Frames in LCA groups | Calderón condition for frames | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology
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10. Full Text Regular representations of time-frequency groups
: Plancherel measure and admissibility
by Mayeli, Azita and Oussa, Vignon
Mathematische Nachrichten, ISSN 0025-584X, 08/2014, Volume 287, Issue 11-12, pp. 1320 - 1340
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11. Full Text Tight wavelet frame sets in finite vector spaces
by Iosevich, Alex and Lai, Chun-Kit and Mayeli, Azita
Applied and computational harmonic analysis, ISSN 1063-5203, 01/2019, Volume 46, Issue 1, pp. 192 - 205
Spectral set | Wavelets | Prime fields | Tight frames | Translational tiling | Multiplicative tiling | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology
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12. Full Text Besov Spaces and Frames on Compact Manifolds
by Daryl Geller and Azita Mayeli
Indiana University mathematics journal, ISSN 0022-2518, 1/2009, Volume 58, Issue 5, pp. 2003 - 2042
Integers | Series convergence | Riemann manifold | Differential operators | Mathematical theorems | Cubes | Dyadics | Eigenfunctions | Mathematical functions | Manifolds | Frames | Wavelets | Pseudodifferential operators | Spectral theory | Besov spaces | Physical Sciences | Mathematics | Science & Technology | General, history and biography | General mathematics | Exact sciences and technology | Sciences and techniques of general use
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13. Full Text Regular representations of time‐frequency groups
by Mayeli, Azita and Oussa, Vignon
Mathematische Nachrichten, ISSN 0025-584X, 08/2014, Volume 287, Issue 11-12, pp. 1320 - 1340
Heisenberg group | admissibility | nilpotent | Plancherel measure | 22E40 | time | Gabor | frequency | Nilpotent | Admissibility | Frequency | Time | Physical Sciences | Mathematics | Science & Technology | Decomposition
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14. Full Text Characterization of Shift-Invariant Spaces on a Class of Nilpotent Lie Groups with Applications
by Currey, Bradley and Mayeli, Azita and Oussa, Vignon
The Journal of fourier analysis and applications, ISSN 1069-5869, 4/2014, Volume 20, Issue 2, pp. 384 - 400
Abstract Harmonic Analysis | Mathematical Methods in Physics | Fourier Analysis | Nilpotent Lie groups | Signal, Image and Speech Processing | Shift-invariant subspaces | Approximations and Expansions | Mathematics | Frame and Reisz bases | Partial Differential Equations | Physical Sciences | Mathematics, Applied | Science & Technology | Computer science | Chemical properties
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15. Full Text Bracket map for the Heisenberg group and the characterization of cyclic subspaces
by Barbieri, Davide and Hernández, Eugenio and Mayeli, Azita
Applied and computational harmonic analysis, ISSN 1063-5203, 09/2014, Volume 37, Issue 2, pp. 218 - 234
Heisenberg group | Frames | Fourier transform | Riesz bases | Gabor frames | Cyclic subspaces | Physical Sciences | Mathematics | Mathematics, Applied | Science & Technology | Brackets | Computation | Lie groups | Harmonic analysis | Fourier analysis | Representations | Subspaces
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16. Full Text Frames and Other Bases in Abstract and Function Spaces
: Novel Methods in Harmonic Analysis, Volume 1
by Pesenson, Isaac and Le Gia, Quoc Thong and Mayeli, Azita and Mhaskar, Hrushikesh and Zhou, Ding-Xuan
2017, ISBN 9783319555492, 437
Computer science
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17. Full Text Recent Applications of Harmonic Analysis to Function Spaces, Differential Equations, and Data Science
: Novel Methods in Harmonic Analysis, Volume 2
by Pesenson, Isaac and Le Gia, Quoc Thong and Mayeli, Azita and Mhaskar, Hrushikesh and Zhou, Ding-Xuan
2017, ISBN 9783319555553, 512
Computer science
eBook
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18. Full Text A DENSITY CONDITION FOR INTERPOLATION ON THE HEISENBERG GROUP
by BRADLEY CURREY and AZITA MAYELI
The Rocky Mountain journal of mathematics, ISSN 0035-7596, 1/2012, Volume 42, Issue 4, pp. 1135 - 1151
Integers | Interpolation | Sufficient conditions | Mathematical lattices | Fourier transformations | Hilbert spaces | Mathematics | Mathematical functions | Mathematical vectors | Unit vectors | Multiplicity free subspaces | Heisenberg group | Sampling spaces | Gabor frame | Interpolation property | Physical Sciences | Science & Technology | interpolation property | sampling spaces | 92A20 | 42C15 | 43A80 | multiplicity free subspaces
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19. Full Text The fuglede conjecture holds in zp × zp
by Iosevich, Alex and Mayeli, Azita and Pakianathan, Jonathan
Analysis & PDE, ISSN 2157-5045, 2017, Volume 10, Issue 4, pp. 757 - 764
Exponential bases | Erdos problems | Fuglede conjecture
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20. Full Text Gabor fields and wavelet sets for the Heisenberg group
by Currey, Bradley and Currey, Bradley and Mayeli, Azita and Mayeli, Azita
Monatshefte für Mathematik, ISSN 0026-9255, 2/2011, Volume 162, Issue 2, pp. 119 - 142
Wavelet | Heisenberg group | Primary 42C30 | Gabor frame | Mathematics, general | Mathematics | Parseval frame | Secondary 22E27 | Multiplicity free subspace | 42C15 | Physical Sciences | Science & Technology | Computer science
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