  In this paper, we establish higher order Borel-Pompeiu formulas for
conformally invariant fermionic operators in higher spin theory, which is the
theory of functions on m-dimensional Euclidean space taking values in arbitrary
irreducible representations of the Spin group. As applications, we provide
higher order Cauchy's integral formulas for those fermionic operators. This
paper continues the work of building up basic integral formulas for conformally
invariant differential operators in higher spin theory.
