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Sudeb Majee
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All published works
Action
Title
Year
Authors
+
PDF
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MCMC-Net: Accelerating Markov Chain Monte Carlo with Neural Networks for Inverse Problems
2024
Sudeb Majee
Anuj Abhishek
Thilo Strauss
Taufiquar Khan
+
PDF
Chat
Well-posedness of a Variable-Exponent Telegraph Equation Applied to Image Despeckling
2024
Sudeb Majee
à ke BrÀnnström
Niklas L. P. Lundström
+
On the existence and uniqueness of weak solutions of a coupled diffusion system related to image restoration
2023
Subit K. Jain
Sudeb Majee
Rajendra K. Ray
+
A New Non-Linear Hyperbolic-Parabolic Coupled PDE Model for Image Despeckling
2022
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
PDF
Chat
A fuzzy edge detector driven telegraph total variation model for image despeckling
2021
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
On the development of a coupled nonlinear telegraph-diffusion model for image restoration
2020
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
A Gray Level Indicator-Based Regularized Telegraph Diffusion Model: Application to Image Despeckling
2020
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
New Coupled Non-linear Telegraph-Diffusion Model for Image Restoration
2019
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
On the Development of a Coupled Non-linear Telegraph-Diffusion Model for Image Restoration
2019
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
A Fuzzy Edge Detector Driven Telegraph Total Variation Model For Image Despeckling
2019
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
A Gray Level Indicator-Based Regularized Telegraph Diffusion Equation Applied to Image Despeckling.
2019
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
Analysis and Simulation of a Coupled Diffusion based Image Denoising Model
2019
Subit K. Jain
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
Well-posedness study of a non-linear hyperbolic-parabolic coupled system applied to image speckle reduction
2019
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
On the Development of a Coupled Non-linear Telegraph-Diffusion Model for Image Restoration
2019
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
+
A Gray Level Indicator-Based Regularized Telegraph Diffusion Equation Applied to Image Despeckling
2019
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
+
A Fuzzy Edge Detector Driven Telegraph Total Variation Model For Image Despeckling
2019
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
Common Coauthors
Coauthor
Papers Together
Ananta K. Majee
13
Subit K. Jain
9
Rajendra K. Ray
7
Rajendra K. Ray
7
à ke BrÀnnström
1
Thilo Strauss
1
Anuj Abhishek
1
Niklas L. P. Lundström
1
Taufiquar Khan
1
Commonly Cited References
Action
Title
Year
Authors
# of times referenced
+
A class of nonlinear parabolic-hyperbolic equations applied to image restoration
2008
Yang Cao
Jingxue Yin
Qiang Liu
Meihui Li
8
+
PDF
Chat
Partial Differential Equations
1988
Shiing-Shen Chern
6
+
Iterative solvers for image denoising with diffusion models: A comparative study
2015
Subit K. Jain
Rajendra K. Ray
Arnav Bhavsar
6
+
PDF
Chat
A class of hyperbolic-parabolic coupled systems applied to image restoration
2016
Junling Sun
Jie Yang
Lei Sun
6
+
Analysis of a new variational model for multiplicative noise removal
2009
Zhengmeng Jin
Xiaoping Yang
5
+
Mathematical Problems in Image Processing: Partial Differential Equations and the Calculus of Variations
2013
Gilles Aubert
Pierre Kornprobst
5
+
A class of nonlocal tensor telegraph-diffusion equations applied to coherence enhancement
2014
Wei Zhang
Jiaojie Li
Yupu Yang
4
+
A Variational Model to Remove the Multiplicative Noise in Ultrasound Images
2010
Zhengmeng Jin
Xiaoping Yang
4
+
On a reactionâdiffusion system applied to image decomposition and restoration
2010
Zhichang Guo
Jingxue Yin
Qiang Liu
4
+
A nondivergence -Laplace equation in a removing multiplicative noise model
2013
Qiang Liu
Xia Li
Tianling Gao
4
+
Spatial fractional telegraph equation for image structure preserving denoising
2014
Wei Zhang
Jiaojie Li
Yupu Yang
4
+
An image denoising model based on a fourth-order nonlinear partial differential equation
2018
Abdelgader Siddig
Zhichang Guo
Zhenyu Zhou
Boying Wu
4
+
PDF
Chat
Damped second order flow applied to image denoising
2019
George Baravdish
Olof Svensson
MĂ„rten Gulliksson
Ye Zhang
4
+
ContrÎle optimal de systÚmes gouvernés par des équations aux dérivées partielles
1968
Jacques Louis Lions
Pierre Lelong
4
+
PDF
Chat
On a System of Adaptive Coupled PDEs for Image Restoration
2012
V. B. Surya Prasath
Dmitry Vorotnikov
3
+
A Variational Approach to Removing Multiplicative Noise
2008
Gilles Aubert
JeanâFrançois Aujol
3
+
Nonlinear parabolic equations and hyperbolic-parabolic coupled systems
2020
Songmu Zheng
3
+
Multiresolution Adaptive Image Smoothing
1994
Peter Meer
RaeâHong Park
K.J. Cho
2
+
Non-Homogeneous Boundary Value Problems and Applications
1973
J. L. Lions
Enrico Magenes
2
+
PDF
Chat
A Complex Diffusion Driven Approach for Removing Data-Dependent Multiplicative Noise
2013
P. Jidesh
A. A. Bini
2
+
PDF
Chat
Serial and parallel approaches for image segmentation by numerical minimization of a second-order functional
2017
Riccardo Zanella
Federica Porta
Valeria Ruggiero
Massimo Zanetti
2
+
Analysis of Finite Difference Schemes: For Linear Partial Differential Equations with Generalized Solutions
2013
BoĆĄko S. JovanoviÄ
Endre SĂŒli
2
+
A hybrid convex variational model for image restoration
2009
V. B. Surya Prasath
Arindama Singh
2
+
PDF
Chat
A Class of FourthâOrder TelegraphâDiffusion Equations for Image Restoration
2011
Weili Zeng
Xiaobo Lu
Xianghua Tan
2
+
Handbook of Mathematical Methods in Imaging
2010
Otmar Scherzer
2
+
PDF
Chat
Time-delay regularization of anisotropic diffusion and image processing
2005
Abdelmounim Belahmidi
Antonin Chambolle
2
+
A Gray Level Indicator-Based Regularized Telegraph Diffusion Model: Application to Image Despeckling
2020
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
2
+
On the development of a coupled nonlinear telegraph-diffusion model for image restoration
2020
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
2
+
Measure Theory and Fine Properties of Functions
2018
Lawrence C. Evans
Ronald F. Garzepy
1
+
PDF
Chat
deSpeckNet: Generalizing Deep Learning-Based SAR Image Despeckling
2020
Adugna Mullissa
Diego Marcos
Devis Tuia
Martin Herold
Johannes Reiche
1
+
PDF
Chat
Speckle2Void: Deep Self-Supervised SAR Despeckling With Blind-Spot Convolutional Neural Networks
2021
Andrea Bordone Molini
Diego Valsesia
Giulia Fracastoro
Enrico Magli
1
+
PDF
Chat
A fuzzy edge detector driven telegraph total variation model for image despeckling
2021
Sudeb Majee
Subit K. Jain
Rajendra K. Ray
Ananta K. Majee
1
+
Partial Differential Equations
2010
Lawrence Evans
1
+
A Review of Deep-Learning Techniques for SAR Image Restoration
2021
Laurent Denis
Emanuele Dalsasso
Florence Tupin
1
+
Mathematical Problems in Image Processing
2006
Gilles Aubert
Pierre Kornprobst
1
+
Partial differential equations
2021
Brent J. Lewis
E. Nihan Onder
Andrew A. Prudil
1
+
Stability Analysis of Difference Schemes for Variable Coefficient Schrödinger Type Equations
1987
Tony F. Chan
Longjun Shen
1
+
Numerical solutions to partial differential equations
2005
Mark Z. Jacobson
1
+
Partial Differential Equations
2020
Vladimir Tolstykh
1
+
PDF
Chat
Stability of finite difference schemes for nonlinear complex reactionâdiffusion processes
2014
AdĂ©rito AraĂșjo
SĂlvia Barbeiro
Pedro Serranho
1
+
PDF
Chat
Image Selective Smoothing and Edge Detection by Nonlinear Diffusion. II
1992
Luis Ălvarez
Pierre-Louis Lions
JeanâMichel Morel
1
+
PDF
Chat
Numerical minimization of a second-order functional for image segmentation
2016
Massimo Zanetti
Valeria Ruggiero
Michele Miranda
1
+
Mathematical Problems in Engineering
2022
1
+
PDF
Chat
Partial Differential Equations of Applied Mathematics
2006
Erich Zauderer
1
+
Numerical solutions of partial differential equations
2009
Taras Gerya
1
+
SAR image despeckling through convolutional neural networks
2017
Giovanni Chierchia
Davide Cozzolino
Giovanni Poggi
Luisa Verdoliva
1
+
Time-delayed Perona-Malik type problems
2007
Herbert Amann
1
+
Numerical Methods for Engineers and Scientists
2018
Joe D. Hoffman
Joe D. Hoffman
Steven H. Frankel
1
+
Measure Theory and Fine Properties of Functions, Revised Edition
2015
Lawrence C. Evans
Ronald Gariepy
1
+
Analysis and Simulation of a Coupled Diffusion based Image Denoising Model
2019
Subit K. Jain
Sudeb Majee
Rajendra K. Ray
Ananta K. Majee
1