DUALITY OF TIME:
Complex-Time Geometry and Perpetual Creation of Space
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3.4.5.15 Quantum Information Theories
There are two quantum informational approaches: information ontology, and epistemology. The latter describes an observer’s knowledge of the world, rather than the world itself, while the first have been described as a revival of immaterialism, such as the concept of John Wheeler (1911-2008): “it from bit”.
According to these views, the quantum mechanical state is not an objective property of an individual system, rather: it is the information obtained from a knowledge of how a system was prepared, which can be used for making predictions about future measurements. So it is a summary of the observer’s information about an individual physical system changes both by dynamical laws, and whenever the observer acquires new information about the system through the process of measurement. The existence of two laws for the evolution of the state vector becomes problematical only if it is believed that the state vector is an objective property of the system. The “reduction of the wavepacket” does take place in the consciousness of the observer, not because of any unique physical process which takes place there, but only because the state is a construct of the observer and not an objective property of the physical system.
... Space Transcendence Read this short concise exploration of the Duality of Time Postulate: DoT: The Duality of Time Postulate and Its Consequences on General Relativity and Quantum Mechanics ...
... omplex time: , where , or for motion on x-axis only. Thus it can be also readily seen from Figure 5.1 that the modulus of this complex time equals negative the proper time as defined in the CURRENT EQUATIONS of Special Relativity: (5.1) Hence: (5.2) The reason why the modulus of complex ti ...
... metaphysical reality, just as the Euclidean Minkowski space is a local approximation when the effect of gravity is neglected, while the Galilean space is the classical approximation for non- RELATIVISTIC VELOCITIES . These three relative approximations are still serving very well in describi ...
... dimensional space later becomes necessary for General Relativity, due to the presence of gravity which required Riemannian geometry. The non-Euclidean Minkowski space is therefore the first GLOBAL APPROXIMATION of the metaphysical reality, just as the Euclidean Minkowski space is a local a ...
... tes, but these efforts led to the discovery of hyperbolic geometry, but the term “hyperbolic geometry†was introduced by Felix Klein in 1871, where he use the transformations of PROJECTIVE GEOMETRY to produce isometries. The idea used a conic section or quadric to define a regi ...
... a solution to dynamics problems in dimensions, by transposing their descriptions in dimensions, i.e. by trading one dimension of space for one dimension of time, which means substituting a MATHEMATICAL PROBLEM in Minkowski space-time into a related problem in Euclidean space. Schroedinger ...
... from the fact that it is a quite convenient mathematical trick that is useful in solving many problems. As Hawking stated: “It turns out that a mathematical model involving imaginary TIME PREDICTS not only effects we have already observed but also effects we have not been able to me ...
... to be existing together in (and with) time, thus causing the deceptive continuity of physical existence. In this complex representation, Lorentz transformation becomes a rotation, as it was ORIGINALLY SHOWN by Poincaré Poincaré (1906), but now this applies to transformations ...
... ted dynamically in the inner level, and not something in the background, while matter particles are some condensed or excited states of this dynamic aether. Because they are always being re- CREATED PERPETUALLY in the real flow of time, at the only real speed (of light) that is the speed of ...
... ry of this granular complex-time geometry, which is also capable of explaining the other fundamental interactions in lower dimensions, as it will be outlined in section 3 below. 5.2.2 Hyperbolic Complex-Time Geometry As we indicated above, the Duality of Time implies that normal time ...
... t rotation by , creating a new dimension that is perpendicular on the previous level. Multiplying with the imaginary unit again causes time to become real again, i.e. like space. Each space- TIME POINT , therefore, is the product of seven instances of time, the first six of which make the th ...
... extend in the outward level of time that we normally encounter, but each frame is internally created in chronological sequence within the inward level that is the real flow of time. This is SCHEMATICALLY DEMONSTRATED in Figure 5.1, where space is conventionally shown in two dimensions, as ...
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.
