Geometrical Analysis of Brane Creation via M-Theory
Yuhsuke Yoshida
TL;DR
This paper provides a geometric analysis of brane creation in M-theory, revealing how sixbranes influence four-dimensional N=2 field theories through Taub-NUT space properties.
Contribution
It introduces a novel geometric perspective on brane creation, linking Taub-NUT space properties to brane interactions in M-theory.
Findings
Brane creation occurs when sixbrane crosses fivebrane in M-theory.
Taub-NUT space's special properties affect brane dynamics.
Sixbrane contributes to the beta-function via the Dirac string.
Abstract
A geometrical analysis is given of Dirichlet fourbrane creation, when sixbrane crosses fivebrane in M-theory. A special property of the Taub-NUT space leads to the consequence. When brane configurations are considered for four dimensional N=2 field theories, sixbrane contributes to the beta-function through the Dirac string of the Taub-NUT space.
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