Linear liftings of skew-symmetric tensor fields to Weil bundles

We define equivariant tensors for every non-negative integer p and every Weil algebra A and establish a one-to-one correspondence between the equivariant tensors and linear natural operators lifting skew-symmetric tensor fields of type (p, 0) on an n-dimensional ;manifold M to tensor fields of type (p, 0) on (TM)-M-A if 1 <= p <= n. Moreover, we determine explicitly the equivariant tensors for the Weil algebras D-k(T), where k and r are non-negative integers.