  We first review the description of flag manifolds in terms of Pluecker
coordinates and coherent states. Using this description, we construct fuzzy
versions of the algebra of functions on these spaces in both operatorial and
star product language. Our main focus is here on flag manifolds appearing in
the double fibration underlying the most common twistor correspondences. After
extending the Pluecker description to certain supersymmetric cases, we also
obtain the appropriate deformed algebra of functions on a number of fuzzy flag
supermanifolds. In particular, fuzzy versions of Calabi-Yau supermanifolds are
found.
