Follow
Vaibhav Shekhar
Vaibhav Shekhar
lndian Institute of Technology Delhi
Verified email at iitd.ac.in
Title
Cited by
Cited by
Year
A note on double weak splittings of type II
V Shekhar, CK Giri, D Mishra
Linear and Multilinear Algebra 70 (12), 2297-2317, 2022
72022
W-weighted GDMP inverse for rectangular matrices
A Kumar, V Shekhar, D Mishra
The Electronic Journal of Linear Algebra 38, 632-654, 2022
42022
Alternating stationary iterative methods based on double splittings
AK Nandi, V Shekhar, N Mishra, D Mishra
Computers & Mathematics with Applications 89, 87-98, 2021
42021
Numerical range for weighted Moore-Penrose inverse of tensor
A Be, V Shekhar, D Mishra
arXiv preprint arXiv:2212.10832, 2022
12022
Convergence of two-stage iterative scheme for K-weak regular splittings of type II
V Shekhar, S Nayak, N Mishra, D Mishra
Applied Mathematics and Computation 410, 126471, 2021
12021
On convergence of two-stage iterative scheme
V Shekhar, CK Giri, D Mishra
The Journal of Analysis 29 (4), 1207-1226, 2021
12021
Convergence theory of iterative methods based on proper splittings and proper multisplittings for rectangular linear systems
V Shekhar, CK Giri, D Mishra
Filomat 34 (6), 1835-1851, 2020
12020
On generalized-Drazin inverses and GD-star matrices
A Kumar, V Shekhar, D Mishra
Journal of Applied Mathematics and Computing 69 (6), 4553-4585, 2023
2023
Dual Drazin generalized inverse for dual matrices
A Kumar, V Shekhar
arXiv preprint arXiv:2305.12658, 2023
2023
Additional results on convergence and semiconvergence of three-step alternating iteration scheme for singular linear systems
V Shekhar, P Sharma
arXiv preprint arXiv:2305.04569, 2023
2023
On the Convergence Theory of Double K-Weak Splittings of Type II
V Shekhar, N Mishra, D Mishra
Applications of Mathematics, 1-29, 2022
2022
Convergence of two-stage iterative scheme for -weak regular splittings of type II with application to Covid-19 pandemic model
V Shekhar, N Mishra, D Mishra
arXiv preprint arXiv:2007.06047, 2020
2020
On convergence theory of iterative methods based on matrix splitting and generalized inverses
V Shekhar
Raipur, 0
The system can't perform the operation now. Try again later.
Articles 1–13