シュレディンガ-方程式の連続解について
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概要
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Let v be a measere of Kato class on R^d (d≥2) and ω a relatively compact C^1 subregion of R^d. For any nonnegative distributional solution u of the Schrodinger equation (-Δ+v)u=0 on ω it is shown that there exists a continuous solution u of (-Δ+v)u=0 on ω such that [numerical formula] on ω, under the assumption that the bilinear form induced by the equation is coercive on C^∞_0 (ω).
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