=> DUALITY OF TIME - 5.2 Dynamic Creation and Aether... n Minkowski space-time into a related problem in Euclidean space. Schroedinger equation and the heat equation are also related by Wick rotation. This method is also used in Feynman’s path integral, which was extended in 1966 by DeWitt into gauge invariant functional-integral DeWitt ...
=> ULTIMATE SYMMETRY - II.1.3 The Fundamental Interactions... there were no substantial reasons to treat time as imaginary. Nevertheless, this concept is still essential in current cosmology and Quantum Field Theory, since it is employed by Feynman s path integral formulation, and it is the only way to avoid singularities which are unavoidable in Ge ...
=> ULTIMATE SYMMETRY - I.4.4 The Dynamic Formation of
Dimensions... roblem in Minkowski space-time into a related problem in Euclidean space. Schrodinger equation and the heat equation are also related by Wick rotation. This method is also used in Feynman s path integral formulation, which was extended in 1966 by DeWitt into gauge invariant functional-inte ...
=> ULTIMATE SYMMETRY - II.4 Fractal Space-Time and Quantum
Phenomena... very of fractals, fractal structures of space-time were suggested in 1983 [[24]], as an attempt to find a geometric analogue for relativistic quantum mechanics, in accordance with Feynman s path integral formulation, where the typical infinite number of paths of quantum-mechanical particle ...
=> THE DOT POSTULATE - 2. Introduction:... re were no substantial reasons to treat time as imaginary. Nevertheless, this concept is still essential in current cosmology and quantum field theories, since it is employed by Feynman’s path integral formulation, and it is the only way to avoid singularities which are unavoidable in Ge ...
=> THE DOT POSTULATE - 7. Fractal Space-Time and Quantum Phenomena:... fractals, fractal structures of space-time were suggested in 1983 (Ord, 1983), as an attempt to find a geometric analogue for relativistic quantum mechanics, in accordance with Feynman’s path integral formulation, where the typical infinite number of paths of quantum-mechanical particle ...
=> THE DOT POSTULATE - 5. The Dynamic Formation of Dimensions:... lem in Minkowski space-time into a related problem in Euclidean space. Schroedinger equation and the heat equation are also related by Wick rotation. This method is also used in Feynman’s path integral formulation, which was extended in 1966 by DeWitt into gauge invariant functional-inte ...
=> TIME CHEST - 3.3.2 The Dynamic Creation of Dimensions... lem in Minkowski space-time into a related problem in Euclidean space. Schroedinger equation and the heat equation are also related by Wick rotation. This method is also used in Feynman’s path integral, which was extended in 1966 by DeWitt into gauge invariant functional-integral DeWitt ...
=> TIME CHEST - 3.3.1 Fractal Space-Time and Quantum Phenomena... ractals, fractal structures of space-time were suggested in 1983 [(Ord, 1983)], as an attempt to find a geometric analogue for relativistic quantum mechanics, in accordance with Feynman’s path integral formulation, where the typical infinite number of paths of quantum-mechanical particle ...
=> ULTIMATE SYMMETRY - II.3.3 Super Symmetry and Quantum
Gravity... which are graphs labeled by spins. Spin foam is a topological structure made out of two-dimensional faces that represents one of the configurations that must be summed to obtain a Feynman s path integral description of Quantum Gravity. The canonical version of the dynamics was put on firm ...
=> SINGLE MONAD MODEL - 3. Summary of Modern Theories of Cosmology:... such processes we require the theory of Quantum Gravity. In non-gravitational physics, the approach to quantum theory that has proved most successful involves mathematical objects known as 'Path Integrals' that were introduced by the Nobel Prize winner Richard Feynman. In the Path Integral ...
=> Summary of Modern Theories of Cosmology... such processes we require the theory of Quantum Gravity. In non-gravitational physics, the approach to quantum theory that has proved most successful involves mathematical objects known as 'Path Integrals' that were introduced by the Nobel Prize winner Richard Feynman. In the Path Integral ...
The science of Time is a noble science, that reveals the secret of Eternity. Only the Elites of Sages may ever come to know this secret. It is called the First Age, or the Age of ages, from which time is emerging.
