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Omid Babazadeh
Observed name:
Babazadeh, Omid
Institution:
University of Manitoba
Observed institutions:
University of Tabriz,
University of Manitoba
ORCID:
0000-0003-2798-9309
Observed ORCID:
0000-0003-2798-9309
OpenAlex ID:
A5089780270
H-Matrix Accelerated Direct Matrix Solver using Chebyshev-based Nyström Boundary Integral Equation Method
2022
·
Jin Hu
, Emrah Sever
, et al.
·
IEEE MTT-S International Microwave Symposium digest
·
3
H-Matrix Accelerated Direct Matrix Solver for Maxwell’s Equations Using the Chebyshev-Based Nyström Boundary Integral Equation Method
2024
·
Jin Hu
, Emrah Sever
, et al.
·
IEEE Open Journal of Antennas and Propagation
·
2
Optimal Preconditioners for Hybrid Direct-Iterative $\mathcal {H}$-Matrix Solvers in Boundary Element Methods
2025
·
Omid Babazadeh
, Emrah Sever
, et al.
·
IEEE journal on multiscale and multiphysics computational techniques
·
1
PDF
Parallel Fast Direct Error-Controlled Scattering Solutions via an $\mathcal{H}$-Matrix-Accelerated Locally Corrected Nyström Method for the Combined Field Integral Equation
2024
·
Omid Babazadeh
, Jin Hu
, et al.
·
IEEE MTT-S International Microwave Symposium digest
·
1
Fast 3D microwave imaging inside cavity with minimum number of antennas and modified inverse algorithm
2021
·
Omid Babazadeh
·
Engineering Reports
·
1
PDF
3D Microwave Imaging inside PEMC Cavity Using Combined-Norm Regularization Term and Modified CG Algorithm
2021
·
Omid Babazadeh
, Hassan Nasseri
·
Iranian Conference on Electrical Engineering
·
1
A High-Order Fast Boundary Element Method as a Benchmarking Computational Framework for RCS Analysis of PEC Targets
2026
·
Omid Babazadeh
, Emrah Sever
, et al.
·
IEEE Open Journal of Antennas and Propagation
High-order fast parallel surface integral equation solvers for electromagnetic scattering on PEC targets
2026
·
Babazadeh, Omid
·
Mspace (University of Manitoba)
Heterogeneous Tolerance Strategies in H-LU Decomposition for Integral Equations
2025
·
Omid Babazadeh
, Emrah Sever
, et al.
Mitigating Edge Singularities in Point-Based Discretization of Integral Equations: A Study on Mixed-Order Discretization ($p$-Refinement) Coupled with Local $h$-Refinement
2025
·
Omid Babazadeh
, Jin Hu
, et al.
An h-p Refinement Strategy for Locally Corrected Nystrom Discretization of CFIE on 3D Objects with Sharp Corners
2025
·
Omid Babazadeh
, Jin Hu
, et al.
PDF
High-Order Integral Equations for Fast Parallel RCS Benchmarking of PEC Targets
2025
·
Omid Babazadeh
, Emrah Sever
, et al.
PDF
Parallel Fast Iterative H-Matrix Locally Corrected Nyström Discretization of Integral Equations with an Inaccurate H-matrix Preconditioner
2024
·
Omid Babazadeh
, Jin Hu
, et al.
·
International Conference on Electromagnetics in Advanced Applications (ICEAA)
On Convergence of Iterative Matrix Solver Preconditioned with H-Matrix in Locally Corrected Nyström Discretization of CFIE
2024
·
Omid Babazadeh
, Jin Hu
, et al.
H-matrix Acceleration of Locally Corrected Nystrom Method
2023
·
Vladimir Okhmatovski
, Omid Babazadeh
, et al.
PDF
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Works count:
15
Citation count:
9
H-index:
2
I10-index:
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