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Singular Perturbation and Eigenvalue Problems


21.2.12, 10:00
426/8, Science Building

We consider an eigenvalue problem on a domain with a small hole of arbitrary shape of size determined by a small positive parameter $epsilon$, and we analyze the behaviour of simple eigenvalues and eigenfunctions as the parameter $epsilon$ degenerates to $0$ by an approach which is alternative to that of asymptotic analysis.

 

 

Light refreshments will be served at 9:45 am. Everybody is welcome .

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