- Complex vectors
- Notation
- Complex vector identities
- Parallel and perpendicular vectors
- Axial representation
- Polarization vectors
- Complex vector bases
- Dyadics
- Notation
- Dyadics as linear mappings
- Products of dyadics
- Invariants and inverses
- Solving dyadic equations
- The eigenvalue problem
- Hermitian and positive definite dyadics
- Special dyadics
- Two-dimensional dyadics
- Field equations
- The Maxwell equations
- Fourier transformations
- Electromagnetic potentials
- Boundary, interface and sheet conditions
- Uniqueness
- Conditions for medium parameters
- Field transformations
- Reversal transformations
- Duality transformations
- Affine transformations
- Reflection transformations
- Electromagnetic field solutions
- The Green function
- Green functions for homogeneous media
- Special Green functions
- Singularity of the Green dyadic
- Complex source point Green function
- Plane waves
- Source equivalence
- Non-radiating sources
- Equivalent electric and magnetic sources
- Multipole sources
- Huygens’ sources
- TE/TM decomposition of sources
- Exact image theory
- General formulation for layered media
- Surface problems
- The Sommerfeld half-space problem
- Microstrip geometry
- Appendix A Problems
- Appendix B Solutions
- Appendix C Vector formulas
- Appendix D Dyadic identities