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- W2022897489 abstract "Abstract Since 1910 when H. Weyl first successfully attacked the singular Sturm-Liouville problem associated with a vast literature has arisen for “right definite” problems, lying in Hilbert spaces generated by the coefficient on the right side of the homogeneous differential equation. Less well examined is a similar theory for operators in a “left definite” setting, generated by the coefficients on the left side of the homogeneous differential equation. In this article we show that under favorable circumstances the left definite theory can be imbedded within the right definite, and will inherit many of the right definite properties." @default.
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- W2022897489 date "1995-10-01" @default.
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- W2022897489 title "SELF-ADJOINTNESS FOR THE WEYL PROBLEM UNDER AN ENERGY NORM" @default.
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