Krein's resolvent formula for self-adjoint extensions of symmetric second-order elliptic differential operators

and

Published 19 November 2008 2009 IOP Publishing Ltd
, , Citation Andrea Posilicano and Luca Raimondi 2009 J. Phys. A: Math. Theor. 42 015204 DOI 10.1088/1751-8113/42/1/015204

1751-8121/42/1/015204

Abstract

Given a symmetric, semi-bounded, second-order elliptic differential operator A on a bounded domain with C1,1 boundary, we provide a Kreĭn-type formula for the resolvent difference between its Friedrichs extension and an arbitrary self-adjoint one.

Export citation and abstract BibTeX RIS

Access this article

The computer you are using is not registered by an institution with a subscription to this article. Please choose one of the options below.

Login

IOPscience login

Find out more about journal subscriptions at your site.

Purchase from

Article Galaxy
CCC RightFind

Purchase this article from our trusted document delivery partners.

Make a recommendation

To gain access to this content, please complete the Recommendation Form and we will follow up with your librarian or Institution on your behalf.

For corporate researchers we can also follow up directly with your R&D manager, or the information management contact at your company. Institutional subscribers have access to the current volume, plus a 10-year back file (where available).

Please wait… references are loading.
10.1088/1751-8113/42/1/015204