Heuristic approach to a natural unification of the Quantum Theory and the General Theory of Relativity
Abstract
In non-relativistic as well as in special relativistic quantum theory, mass and charge are pure numbers appearing in various (quantum) operators and admit any values, ie, values for these quantities are to be prescribed by hand. This is, in a theory of probability, understandable since we need to assume some intrinsic properties of the object we are calculating the probability about. Then, if we specify, in some satisfactory manner, mass and charge for a point of the space in a suitable general-relativistic framework, the quantum theoretical framework could, in principle, be obtainable within it. Heuristic arguments are presented to show that a natural unification of the quantum theory and the general theory of relativity is achievable in this manner.
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