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Twisted B-splines in the complex plane
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Modulation spaces, multipliers associated with the special affine Fourier transform
Author: Biswas, M. H. A. and Feichtinger, H. G. and Ramakrishnan, R.
Journal: Complex Anal. Oper. Theory
Volume: 16
Page: Paper No. 86, 30
DOI: 10.1007/s11785-022-01264-1
Year: 2022
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Shift invariant spaces in $L^2({\Bbb {R}},{\Bbb {C}}^m)$ with $m$ generators
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Characterization of Fourier transform of $H$-valued functions on the real line
Author: Ali Biswas, Md Hasan and Radha, Ramakrishnan
Journal: Rocky Mountain J. Math.
Volume: 51
Page: 43-53
DOI: 10.1216/rmj.2021.51.43
Year: 2021
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Shift-invariant system on the Heisenberg Group
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Left translates of a square integrable function on the Heisenberg group
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Shift-invariant spaces with countably many mutually orthogonal generators on the Heisenberg group
Author: Radha, R. and Adhikari, Saswata
Journal: Houston J. Math.
Volume: 46
Page: 435-463
Year: 2020
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Invertibility of Laurent operators and shift invariant spaces with finitely many generators
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Hardy's theorem for the continuous wavelet transform
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Orthonormality of wavelet system on the Heisenberg group
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Wavelet system and Muckenhoupt $Cal {A}_2$ condition on the Heisenberg group
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Frames, biorthogonal dual and other properties associated with wavelet system on $\Bbb R$
Author: Arati, S. and Radha, R.
Journal: Int. J. Wavelets Multiresolut. Inf. Process.
Volume: 17
Page: 1950008, 22
DOI: 10.1142/S0219691319500085
Year: 2019
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Sampling and reconstruction in a shift invariant space with multiple generators
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Frames and Riesz bases for shift invariant spaces on the abstract Heisenberg group
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Wavelet frames and duals: a short survey
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Weyl transform and Weyl multipliers associated with locally compact abelian groups
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Invertibility of a tridiagonal operator with an application to a non-uniform sampling problem
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Frames in Hermite-Bergman and special Hermite-Bergman spaces
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A sampling theorem for the twisted shift-invariant space
Author: Ramakrishnan, Radha and Adhikari, Saswata
Journal: Adv. Pure Appl. Math.
Volume: 8
Page: 293-305
DOI: 10.1515/apam-2016-0090
Year: 2017
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An optimal result for sampling density in shift-invariant spaces generated by Meyer scaling function
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Separation of zeros, a Hermite interpolation based and a frame based reconstruction algorithms for bandlimited functions
Author: Antony Selvan, A. and Radha, R.
Journal: Sampl. Theory Signal Image Process.
Volume: 15
Page: 21-35
Year: 2016
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Sampling and reconstruction in shift invariant spaces of $B$-spline functions
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Frames and Riesz bases of twisted shift-invariant spaces in $L^2(\Bbb{R}^{2n})$
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Sampling and reconstruction in shift-invariant spaces on $\Bbb{R}^d$
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Shift invariant spaces on compact groups
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On the images of Sobolev spaces under the heat kernel transform on the Heisenberg group
Author: Radha, R. and Thangavelu, S. and Venku Naidu, D.
Journal: Math. KCBhr.
Volume: 286
Page: 1337-1352
DOI: 10.1002/mana.201100233
Year: 2013
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Generalized Bargmann transform and a group representation
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Frames in generalized Fock spaces
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$L^p$-multipliers for the Hilbert space valued functions on the Heisenberg group
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Fourier multipliers for Sobolev spaces on the Heisenberg group
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Local reconstruction method and voice system
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A characterization of right translation invariant operators from $L^p(H^n,A)$ into $L^q(H^n,A^{**})$
Author: Jitendriya, S. and Radha, R.
Journal: J. Anal. Appl.
Volume: 7
Page: 131-142
Year: 2009
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Non-uniform sampling problem
Author: Kulkarni, S. H. and Radha, R. and Sivananthan, S.
Journal: J. Appl. Funct. Anal.
Volume: 4
Page: 58-74
Year: 2009
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Local reconstruction of a function from a non-uniform sampled data
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Holomorphic Sobolev spaces, Hermite and special Hermite semigroups and a Paley-Wiener theorem for the windowed Fourier transform
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