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20212023
most citedA Novel Image Denoising Algorithm Using Concepts of Quantum Many-Body Theory

34 citations · 85 across the 6 of their papers we have counts for

collaborators

6 papers

physics.bio-ph2023★ 1 cited

Self-organized intracellular twisters

Sayantan Dutta, Reza Farhadifar, Wen Lu +7

Life in complex systems, such as cities and organisms, comes to a standstill when global coordination of mass, energy, and information flows is disrupted. Global coordination is no…

eess.IV2022★ 4 cited

DIVA: Deep Unfolded Network from Quantum Interactive Patches for Image Restoration

Sayantan Dutta, Adrian Basarab, Bertrand Georgeot +1

This paper presents a deep neural network called DIVA unfolding a baseline adaptive denoising algorithm (De-QuIP), relying on the theory of quantum many-body physics. Furthermore,…

eess.IV2021★ 34 cited

A Novel Image Denoising Algorithm Using Concepts of Quantum Many-Body Theory

Sayantan Dutta, Adrian Basarab, Bertrand Georgeot +1

Sparse representation of real-life images is a very effective approach in imaging applications, such as denoising. In recent years, with the growth of computing power, data-driven…

eess.IV2021★ 20 cited

Image Denoising Inspired by Quantum Many-Body physics

Sayantan Dutta, Adrian Basarab, Bertrand Georgeot +1

Decomposing an image through Fourier, DCT or wavelet transforms is still a common approach in digital image processing, in number of applications such as denoising. In this context…

eess.IV2021★ 26 cited

Plug-and-Play Quantum Adaptive Denoiser for Deconvolving Poisson Noisy Images

Sayantan Dutta, Adrian Basarab, Bertrand Georgeot +1

A new Plug-and-Play (PnP) alternating direction of multipliers (ADMM) scheme is proposed in this paper, by embedding a recently introduced adaptive denoiser using the Schroedinger…

math.CO2021

Ehrhart-Equivalence, Equidecomposability, and Unimodular Equivalence of Integral Polytopes

Fiona Abney-McPeek, Sanket Biswas, Senjuti Dutta +3

Ehrhart polynomials are extensively-studied structures that interpolate the discrete volume of the dilations of integral -polytopes. The coefficients of Ehrhart polynomials, how…