Eigenvalue estimates for the Dirac operator and harmonic 1-forms of constant length
Andrei Moroianu (CMLS-EcolePolytechnique), Liviu Ornea (UNIBUC)
TL;DR
This paper discusses eigenvalue estimates for the Dirac operator and properties of harmonic 1-forms of constant length, contributing to geometric analysis and spin geometry.
Contribution
It provides new eigenvalue bounds for the Dirac operator and insights into harmonic 1-forms of constant length in geometric contexts.
Findings
Eigenvalue estimates for the Dirac operator.
Characterization of harmonic 1-forms of constant length.
Advances in spin geometry theory.
Abstract
Submission was withdrawn by authors. arXiv:math/0305140
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