  This paper addresses the fate of extended space-time symmetries, in
particular conformal symmetry and supersymmetry, in two-dimensional Rindler
space-time appropriate to a uniformly accelerated non-inertial frame in flat
1+1-dimensional space-time. Generically, in addition to a conformal co-ordinate
transformation, the transformation of fields from Minkowski to Rindler space is
accompanied by local conformal and Lorentz transformations of the components,
which also affect the Bogoliubov transformations between the associated Fock
spaces. I construct these transformations for massless scalars and spinors, as
well as for the ghost and super-ghost fields necessary in theories with local
conformal and supersymmetries, as arising from coupling to 2-D gravity or
supergravity. Cancellation of the anomalies in Minkowski and in Rindler space
requires theories with the well-known critical spectrum of particles arising in
string theory in the limit of infinite strings, and is relevant for the
equivalence of Minkowski and Rindler frame theories.

High Energy Physics - Theory