Unification of deterministic and stochastic EIT demonstrates identical eigenvalues and NDF for spatially incoherent sources as shared symplectic invariants of source-observer geometry, conserved by Liouville's theorem and bounded by Gromov's non-squeezing theorem.
Degrees of freedom and characteristic modes a perspective and opportunities: Estimates for radiating and arbitrarily shaped objects,
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On the Unification of Deterministic and Stochastic Electromagnetic Information Theory via Symplectic Geometry
Unification of deterministic and stochastic EIT demonstrates identical eigenvalues and NDF for spatially incoherent sources as shared symplectic invariants of source-observer geometry, conserved by Liouville's theorem and bounded by Gromov's non-squeezing theorem.