Meta-Schrödinger transformations
Transformations Meta-Schrödinger
Résumé
Meta-Schrödinger transformations are the dynamical symmetries of equations of combined ballistic and diffusive transport. Their Lie algebra is derived in 1 + 1 space dimensions and the infinite-dimensional generalisation is constructed. Representations without time-translation-invariance are given and the co-variant two-point functions are computed.
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