The complex elements of the skew partition (12,6,3)/(1,0)

Let ℱ be a free R-module, where R is a commutative ring with 1 and DnF is the nth degree divided by power. The place polarization technique is a combinatorial approach to computing complex elements. ∂(k) 21 is a location polarization that occurs from place one to place two and ∂(k) 32 is a location polarization that occurs from place two to place three. In this paper, we used the diagrams and divided power, together with their Capelli identities, to find the complex elements of the skew partition (12,6,3)/(1,0).