Geometric basis of mapping involves, use of geometry to map along with basis of various dimensional elements of specific shapes and coordinates. The shape shifter function consists systems of parametric equations, which changes by various sub class markers. One sub classes involve, d|D: x1...x nth surface markers are isotropic, then each markers assign a zone of change as seperate parametrics of the shape-shifter function. For example a simple mapping instance involves a global group A|A-> B|B: x1..x3 and A|Aexclusive B|B = A|B->B|->B|A->|B and vice versa. Hence markers also map as x1->x nth.
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