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Deterministic, Stochastic, and Deep Learning Methods for Computational Electromagnetics

Wei Cai ()
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Wei Cai: Southern Methodist University, Department of Mathematics

in Springer Books from Springer

Date: 2025
Edition: Second Edition 2025
ISBN: 978-981-96-0100-4
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Chapters in this book:

Ch Chapter 1 Dielectric Constant and Fluctuation Formulae for Molecular Dynamics
Wei Cai
Ch Chapter 10 Fast Multipole Methods for Wave Interactions in Layered Media
Wei Cai
Ch Chapter 11 High-Order Methods for Surface Electromagnetic Integral Equations
Wei Cai
Ch Chapter 12 High-Order Hierarchical Nédélec Edge Elements
Wei Cai
Ch Chapter 13 Time-Domain Methods: Discontinuous Galerkin Method and Yee Scheme
Wei Cai
Ch Chapter 14 Scattering in Periodic Structures and Surface Plasmons
Wei Cai
Ch Chapter 15 Schrödinger Equations for Waveguides and Quantum Dots
Wei Cai
Ch Chapter 16 Quantum Electron Transport in Semiconductors
Wei Cai
Ch Chapter 17 Density Functional Theory Computation of Electronic Structure
Wei Cai
Ch Chapter 18 Non-equilibrium Green’s Function (NEGF) Methods for Transport
Wei Cai
Ch Chapter 19 Numerical Methods for Wigner Quantum Transport
Wei Cai
Ch Chapter 2 Poisson–Boltzmann Electrostatics and Analytical Approximations
Wei Cai
Ch Chapter 20 Hydrodynamic Electron Transport and Finite Difference Methods
Wei Cai
Ch Chapter 21 Transport Models in Plasma Media and Numerical Methods
Wei Cai
Ch Chapter 3 Numerical Methods for Poisson–Boltzmann Equations
Wei Cai
Ch Chapter 4 Random Walk Stochastic Methods for PDE Boundary Value Problems
Wei Cai
Ch Chapter 5 Stochastic Spectral Methods and Uncertainty Quantification of Microchip Interconnects
Wei Cai
Ch Chapter 6 Deep Neural Network Learning for PDE Solutions
Wei Cai
Ch Chapter 7 Fast Algorithms for Long-Range Interactions in Free Space
Wei Cai
Ch Chapter 8 Maxwell’s Equations, Potentials, and Physical/Artificial Boundary Conditions
Wei Cai
Ch Chapter 9 Dyadic Green’s Functions in Layered Media
Wei Cai

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DOI: 10.1007/978-981-96-0100-4

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