Continuing from my work on the relation between Clifford algebraic symmetries and M-theory, here I will initiate an analysis of compactification via the derived Kähler-Atiyah bundle associated with Clifford-Kähler manifolds. Recall that whenever 2 or more D-branes coincide, there is a Clifford algebraic symmetry whose generators allow us to derive the total action:

and since D-p-branes are metaplectic solitons in closed string-theory, by the von Neumann boundary condition, there is a natural coupling of the super-Higgs field to the world-sheet of a string through its boundary:

Hence, lives on a p+1 dimensional subspace with a contribution, yielding the world-volume action:

and since world-volumes have conformal invariance, by solving the n-loop level equation of motion

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