One of the most distracting features of Einstein field equations of the gravitational field is, due to the appearance of the energy-momentum tensor, the field equations are not purely geometrical. However, it can be shown that this blemish can be avoided if the field equations of the gravitational field are formulated in the same approach as that of the electromagnetic field, in which the energy-momentum tensor is obtained from the more fundamental physical objects, such as the electric and magnetic fields, that obey the more fundamental field equations, such as Maxwell field equations. Please refer to my articleS entitled SPACETIME STRUCTURES OF QUANTUM PARTICLES, A DERIVATION OF THE RICCI FLOW and A TEMPORAL DYNAMICS: A GENERALISED NEWTONIAN AND WAVE MECHANICS posted on ResearchGate for more details.
Working Paper A TEMPORAL DYNAMICS: A GENERALISED NEWTONIAN AND WAVE MECHANICS
Working Paper SPACETIME STRUCTURES OF QUANTUM PARTICLES
Working Paper A DERIVATION OF THE RICCI FLOW
Hi Everyone,
Merry Christmas and Happy New Year!
Recently I have posted my works and updates only on my project FORMULATING PHYSICS PURELY IN TERMS OF DIFFERENTIAL GEOMETRY AND TOPOLOGY. The works are on relativity and Dirac equation. On relativity I formulated a Euclidean relativity that has new features that can be used to explain quantum phenomena such as the EPR paradox. On Dirac equation, first I showed that physical interactions can be derived from Dirac equation and then I showed that the Dirac equation itself can be derived from a general system of linear first order partial differential equations without the need to use the quantisation procedure by replacing energy and momentum by operators. This may be considered as a classical formulation of a quantum theory.
From now on if you still want to follow my works then please refer to my project as mentioned above, otherwise I apologise if this is no more than another junk mail to you.
Kind regards,
Vu.
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