If matter is Abelian(inertia), then it will point to energy since energy and matter are equivalent through equation E=Mc2...Theory of Relativity.
No. There's no such notion as abelian inertia. The symmetry group of general relativity is general coordinate transformations (which define a non-abelian group). All this is presented in detail in any textbook on general relativity.
As far as I know abelian is simply a mathematics term
synonymous with commutative. Never Heard of your combination.
Where did you see it?
Thank you with your answers. Let me know if there are Abelian transforms that can be mathematically performed achieving equivalence to energy.
Lagrangians in quantum field theories have dimensions of energy density. We often consider Lagrangians which are invariant under a given set of Abelian or non-Abelian gauge transformations on quantum fields. Such transformations on fields define symmetry properties of a given theory.
Thank you. Are there proper transformations to convert inertia to energy?
An abelian group is a group in which the law of composition is commutative; i.e. the group law satisfies for any in the group.
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