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- W2011973626 abstract "In his book [3] Titchmarsh formulated a condition on the potential 1’ which ensured that the part of the operator -II2 + p over the open positive axis is absolutely continuous. Specifically he showed that this holds for an appropriate self-adjoint extension of this operator provided that p is absolutely integrable and satisfies some very general conditions. For brevity we shall refer to such potentials as Titchmarsh potentials. At the same time Kodaira [4] studied this problem independently. He showed that this property holds for a different class of potentials, namely, those for which the derivative satisfies the estimate," @default.
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- W2011973626 date "1977-12-01" @default.
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- W2011973626 title "On a theorem of Titchmarch-Kodaira-Weidmann concerning absolutely continuous operators, I" @default.
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