  We analyze the fermionic quasinormal modes of the BTZ black hole in the
presence of space-time noncommutativity. Our analysis exploits a duality
between a spinless and spinning BTZ black hole, the spin being proportional to
the noncommutative deformation parameter. Using the AdS/CFT correspondence we
show that the horizon temperatures obtained from the dual CFT pick up
noncommutative contributions. We demonstrate the equivalence between the
quasinormal and non-quasinormal modes for the noncommutative fermionic probes,
which provides further evidence of holography in the noncommutative setting.
Finally we present an analysis of the emission of Dirac fermions and the
corresponding tunneling amplitude within this noncommutative framework.
