Zero eq top
QuantumMechanics.SpaceDHilbertSpace.SchwartzSubmodule.zero_eq_top
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The linear equivalence between the Schwartz maps š¢(Space d, ā) and the Schwartz submodule of SpaceDHilbertSpace d μ. -/ def schwartzEquiv {d : ā} (μ : Measure (Space d)) [μ.HasTemperateGrowth] [μ.IsOpenPosMeasure] : š¢(Space d, ā) āā[ā] SchwartzSubmodule d μ := LinearEquiv.ofInjective (schwartzIncl μ).toLinearMap (injective_toLp 2 μ) namespace Schwar...
Source project: Physlib
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