Demazure and Weyl Modules for Hyperalgebras of Twisted Current Algebras

We study finite-dimensional graded modules for hyperalgebras of twisted current algebras. In particular, we prove that local graded Weyl modules are isomorphic to the corresponding level one Demazure modules, and, moreover, that they are restrictions of corresponding local graded Weyl modules for the hyperalgebra of the untwisted current algebra.