Is gravity a force? Or is it the product of two unequal local infinitesimal orthogonal forces as a secondary force? Gravity is just a force if and only if the principle of equivalence between inertial mass and gravitational mass is true. However, both masses when represented as absolute mass become merely the second partial time derivative of absolute volume.
absolute mass
When it is defined as the second partial time derivative of absolute dynamic volume denoted by m = Ü then the implication is an absolute time density square operator denoted by ¶². This absolute time density square operator could then be used to describe local infinitesimal motion of a particular space-time point. This description is conveniently expressed by Hadamard matrices using mathematical structures of HONEST groups.


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