Abstract
Using the Groenewold-Moyal product, the noncommutative Bianchi IX model is constructed by imposing commutation relations on the minisuperspace variables $(\ensuremath{\Omega},{\ensuremath{\beta}}_{+},{\ensuremath{\beta}}_{\ensuremath{-}})$. A noncommutative ``wormhole'' solution to the corresponding Wheeler-DeWitt equation is constructed and its behavior at fixed $\ensuremath{\Omega}$ is analyzed.
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