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Matagne, Algebraic decomposition of the elec- tromagnetic constitutive tensor

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Propagation-based classification of linear magnetoelectric response in dielectrics

physics.optics · 2026-04-21 · unverdicted · novelty 6.0

Decomposition of the linear magnetoelectric tensor into trace, symmetric-traceless, and antisymmetric sectors reveals distinct propagation signatures, with the trace sector silent, the antisymmetric sector factorizing into closed-form speeds, and the symmetric-traceless sector controlling the Fresel

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  • Propagation-based classification of linear magnetoelectric response in dielectrics physics.optics · 2026-04-21 · unverdicted · none · ref 17

    Decomposition of the linear magnetoelectric tensor into trace, symmetric-traceless, and antisymmetric sectors reveals distinct propagation signatures, with the trace sector silent, the antisymmetric sector factorizing into closed-form speeds, and the symmetric-traceless sector controlling the Fresel