On the Asymptotics of the Dirichlet Eigenfunctions of Δ2+qon the Square
- Papanicolaou, Vassilis G.
DOIAbstract
AbstractWe obtain an asymptotic formula for the eigenfunctions of[formula]with boundary conditions[formula
AbstractWe obtain an asymptotic formula for the eigenfunctions of[formula]with boundary conditions[formula
Under certain conditions k-term asymptotic expansions of the eigenvalues of a matrix can be deduced ...
AbstractWe prove the WKB asymptotic behavior of solutions of the differential equation −d2u/dx2+V(x)...
AbstractWe study the behavior of the eigenvalue distribution functionn(λ) for the equation−λu″=Vuon ...
Şeref, Fulya (Dogus Author) -- Veliev, Oktay A. (Dogus Author)In this article we obtain the sharp as...
In the article, spectrum of operator generated by differential oper- ator expression given on semi ...
AbstractThe regular two parameter Sturm-Liouville equation −(py′)′ + qy = (λf − μr)y is studied for ...
AbstractWe obtain an asymptotic formula for the eigenfunctions of[formula]with boundary conditions[f...
AbstractWe consider the asymptotic behaviour as m→∞ of the polylaplacian (−Δ)m on the unit ball in n...
AbstractIn this work we consider the eigenfunctionV(λ,t) satisfying a condition at infinity of a sin...
We prove a two-term asymptotic expansion of eigenvalue sums of the Laplacian on a bounded domain wit...
We construct two-term asymptotics ?? k = ?m?2(M + ??k + O(?3/2)) of eigenvalues of a mixed boundary-...
AbstractThis paper discusses an asymptotic formula for solutions of a second-order linear differenti...
AbstractThe leading asymptotics for the growth of the number of eigenvalues of the two-dimensional D...
Subject of this thesis is the asymptotic behaviour of the higher eigenvalues of the p-Laplacian oper...
International audienceIn this paper we consider generalized eigenvalue problems for a family of oper...
Under certain conditions k-term asymptotic expansions of the eigenvalues of a matrix can be deduced ...
AbstractWe prove the WKB asymptotic behavior of solutions of the differential equation −d2u/dx2+V(x)...
AbstractWe study the behavior of the eigenvalue distribution functionn(λ) for the equation−λu″=Vuon ...
Şeref, Fulya (Dogus Author) -- Veliev, Oktay A. (Dogus Author)In this article we obtain the sharp as...
In the article, spectrum of operator generated by differential oper- ator expression given on semi ...
AbstractThe regular two parameter Sturm-Liouville equation −(py′)′ + qy = (λf − μr)y is studied for ...
AbstractWe obtain an asymptotic formula for the eigenfunctions of[formula]with boundary conditions[f...
AbstractWe consider the asymptotic behaviour as m→∞ of the polylaplacian (−Δ)m on the unit ball in n...
AbstractIn this work we consider the eigenfunctionV(λ,t) satisfying a condition at infinity of a sin...
We prove a two-term asymptotic expansion of eigenvalue sums of the Laplacian on a bounded domain wit...
We construct two-term asymptotics ?? k = ?m?2(M + ??k + O(?3/2)) of eigenvalues of a mixed boundary-...
AbstractThis paper discusses an asymptotic formula for solutions of a second-order linear differenti...
AbstractThe leading asymptotics for the growth of the number of eigenvalues of the two-dimensional D...
Subject of this thesis is the asymptotic behaviour of the higher eigenvalues of the p-Laplacian oper...
International audienceIn this paper we consider generalized eigenvalue problems for a family of oper...
Under certain conditions k-term asymptotic expansions of the eigenvalues of a matrix can be deduced ...
AbstractWe prove the WKB asymptotic behavior of solutions of the differential equation −d2u/dx2+V(x)...
AbstractWe study the behavior of the eigenvalue distribution functionn(λ) for the equation−λu″=Vuon ...
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