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Monopoles On From The Fuzzy Conifold
The intersection of the conifold and is a
compact 3--dimensional manifold . We review the description of as a
principal U(1) bundle over and construct the associated monopole line
bundles. These monopoles can have only even integers as their charge. We also
show the Kaluza--Klein reduction of to provides an easy
construction of these monopoles. Using the analogue of the Jordon-Schwinger
map, our techniques are readily adapted to give the fuzzy version of the
fibration and the associated line bundles. This is an
alternative new realization of the fuzzy sphere and monopoles on it.Comment: version submitted to JHE
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