Mathematical Foundations of Computational Electromagnetism

Keyphrases

• Absorbing Boundary Conditions 33%
• Applied Mathematics 33%
• Axisymmetric Geometry 33%
• Bachelor 33%
• Computational Electromagnetism 100%
• Coupled Models 33%
• Deep Treatment 33%
• Dimensionally Reduced Models 33%
• Eigenvalue Problem 33%
• Electromagnetism 66%
• Existence Results 33%
• Fixed Frequency 33%
• Frequency Problems 33%
• Function Space 33%
• Harmonic Problems 33%
• Hermann Von Helmholtz 33%
• Magnetohydrodynamic Equations 33%
• Magnetohydrodynamics 33%
• Mathematical Aspects 33%
• Mathematical Foundations 100%
• Maxwell's Equations 100%
• Modeling Issues 33%
• Plasma Physics 33%
• Prismatic Geometry 33%
• Quasi-static Problem 33%
• Simplified Model 33%
• Time Harmonics 33%
• Time-dependent Problems 33%
• Topological Conditions 33%
• Uniqueness Results 33%
• Unknown Frequencies 33%
• Variational Framework 33%
• Vlasov-Maxwell 33%
• Vlasov-Maxwell Equations 33%
• Vlasov-Poisson 33%
• Vlasov-Poisson System 33%
• Well-posedness 66%
• Well-posedness Results 33%

Mathematics

• Applied Mathematics 33%
• Boundary Condition 66%
• Dependent Problem 33%
• Eigenvalue Problem 33%
• Existence Result 33%
• Function Space 33%
• Maxwell's Equation 100%
• Posedness 66%
• Reduced Model 33%
• Uniqueness Result 33%