Energy-Time: Topological Quantum Diffeomorphisms in Field Theory
Abstract
Abstract—In this paper is considered the concept of time and energy as effects caused for the field in the space-time. Then the relations between of these two concepts can be given by certain relations between tangent space maps of topological spaces inside the causal structure of the space-time that can extended to whole space when is achieved the unity of the space and the time through the energy. These relations are topological diffeomorphisms that born from a point of view of the differential geometry as implicit transformations inherent to the topological nature of the space and after using the quantum deep nature of the space-time, where are caused all physical phenomena, can be extended through the election in different sub-manifolds that born from the same dynamical system of the field to be transformed in movement being this last the observable of the field actions where time and space are only one and live in the same energy space.
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