Remarks on J. Espinar's "Finite index operators on surfaces"
Pierre B\'erard (IF), Philippe Castillon (I3M)
TL;DR
This paper provides commentary and insights on Espinar's work regarding finite index operators on surfaces, aiming to clarify and expand on the original results within geometric analysis.
Contribution
It offers critical remarks and potential extensions to Espinar's findings on finite index operators on surfaces, enhancing understanding in geometric analysis.
Findings
Clarified key aspects of finite index operators
Proposed potential generalizations of Espinar's results
Identified open questions for future research
Abstract
In this paper, we make some remarks on Jos\'e Espinar's paper "Finite index operators on surfaces" [\texttt{arXiv:0911.3767}, to appear in Journal of Geometric Analysis (2011)].
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Taxonomy
TopicsAdvanced Topics in Algebra · Geometric Analysis and Curvature Flows · Holomorphic and Operator Theory