Let a group L|l : A|B = AB-BA is the lie partition form , if A}B } B}A = A}{B is a non-commutative scenario where the A can be B for B becoming A but is equal A not becoming B. If we L|l to be monomorphic to group C|c, then A}B } B}A ---> M , where C|c: [x,y]
Implicitly M takes the form to L|l as: [x,y]-->A}B-->B}A--> A|B || L|-M, where if C|c is isomorphic and A}B being epimorphic to lie group L|l. [x,y]-->xy-->yx--> A|B, where C|c group is equal to L|l and is symmetric, commutative. Likewise, [x,y]-->yx-->xy--> A}B } B}A
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