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Elisha Achieng Ogada
Elisha Achieng Ogada
Egerton University
Verified email at egerton.ac.ke
Title
Cited by
Cited by
Year
A multi-frame super-resolution method based on the variable-exponent nonlinear diffusion regularizer
BJ Maiseli, OA Elisha, H Gao
EURASIP Journal on Image and Video Processing 2015, 1-16, 2015
292015
Edge preservation image enlargement and enhancement method based on the adaptive Perona–Malik non‐linear diffusion model
B Maiseli, O Elisha, J Mei, H Gao
IET Image Processing 8 (12), 753-760, 2014
142014
An alternative variational framework for image denoising
EA Ogada, Z Guo, B Wu
Abstract and Applied Analysis 2014, 2014
142014
A total variation model based on the strictly convex modification for image denoising
B Wu, EA Ogada, J Sun, Z Guo
Abstract and Applied Analysis 2014, 2014
142014
Adaptive Charbonnier superresolution method with robust edge preservation capabilities
BJ Maiseli, Q Liu, OA Elisha, H Gao
Journal of Electronic Imaging 22 (4), 043027-043027, 2013
102013
Modeling malaria and rotavirus co-infection
OL Omondi, OE ACHIENG, TA Mwende, L GO
Neural, Parallel, and Scientific Computations 26 (2), 143-168, 2018
52018
On the existence of periodic solutions to a p-Laplacian Allen-Cahn equation with Neumann boundary condition
RA Hameed, MA Rasheed, OE Achieng, WM Taha
AIP Conference Proceedings 2398 (1), 2022
12022
Fractal Fourier Coefficients With Application To Identification Protocols
NMG Al-Saidi, AJ Mohammed, EA Ogada, AM Ahmed
IAENG TRANSACTIONS ON ENGINEERING SCIENCES: Special Issue for the …, 2015
12015
基于 PDE 正则化的图像去噪研究
EA Ogada
哈尔滨工业大学, 2014
2014
Edge Preservation Image Enlargement and Enhancement Method Based on the Adaptive Perona–Malik Non-Linear Diffusion Model
H Gao, BJ Maiseli, OA Elisha, J Mei
IEEE, 2014
2014
Research Article An Alternative Variational Framework for Image Denoising
EA Ogada, Z Guo, B Wu
differential equations 6, 7, 0
Research Article A Total Variation Model Based on the Strictly Convex Modification for Image Denoising
B Wu, EA Ogada, J Sun, Z Guo
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Articles 1–12