22 results on '"Giannacopoulos, Dennis D."'
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2. Alternate Parallelization Strategies for FETD Formulations
3. Non-Parametric Belief Propagation Solver for Stochastic Systems of Linear Equations
4. Efficient Solver for a Simplified Model of the Multi-Physics Heat Transfer Problem in Radio Frequency Ablation of Hepatic Tumors
5. A Parallel Finite-Element Time-Domain Method for Nonlinear Dispersive Media
6. A Convolution-Free Finite-Element Time-Domain Method for the Nonlinear Dispersive Vector Wave Equation
7. An Unconditionally Stable and Energy-Preserving Domain-Decomposition Method for Transient Modeling of Large-Scale Electromagnetic Problems
8. A Perfectly Matched Layer for the Nonlinear Dispersive Finite-Element Time-Domain Method
9. Finite-Element Gaussian Belief Propagation Solver for Multi-Physics Modeling of Radiofrequency Tumor Ablation
10. A Convolution-Free Mixed Finite-Element Time-Domain Method for General Nonlinear Dispersive Media
11. A Parallel Implementation of the Correction Function Method for Poisson’s Equation With Immersed Surface Charges
12. Solving Finite-Element Time-Domain Problems With GaBP
13. WIDEBAND FINITE-DIFFERENCE TIME-DOMAIN MODELING OF GRAPHENE VIA RECURSIVE FAST FOURIER TRANSFORM
14. Wideband finite-difference time-domain modeling of graphene via recursive fast fourier transform
15. A parallel implementation of the correction function method for poisson's equation with immersed surface charges
16. Efficient transient full-wave analysis of high-speed interconnects in multilayer PCBs
17. Acceleration of the Finite-Element Gaussian Belief Propagation Solver Using Minimum Residual Techniques
18. Dispersive Möbius Transform Finite-Element Time-Domain Method on Graphics Processing Units
19. A Provably Stable and Simple FDTD Formulation for Electromagnetic Modeling of Graphene Sheets
20. Novel Hybrid FETD–FDTD Formulations for Dispersive Media
21. A Stable and Efficient Direct Time Integration of the Vector Wave Equation in the Finite-Element Time-Domain Method for Dispersive Media
22. On the Development of Nonoverlapping and Stable Hybrid FETD-FDTD Formulations
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