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- W2189283578 abstract "Asymptotics with sharp remainder estimates are recovered for number N( ) of eigenvalues of the generalized Maxwell problem and for related Laplacians which are similar to Neumann Laplacian. We consider domains with ultra-thin cusps (with exp(| x| m+1 ) width; m > 0) and recover eigenvalue asymptotics with sharp remainder estimates." @default.
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- W2189283578 date "1999-01-01" @default.
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- W2189283578 title "EIGENVALUE ASYMPTOTICS FOR NEUMANN LAPLACIAN IN DOMAINS WITH ULTRA-THIN CUSPS †" @default.
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