- => TIME CHEST - 2.2.3 Temporality and Absolute Simultaneity
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximations, that corresponds to the extreme theoretical case of infinite flat space with ...
- => TIME CHEST - 3.1 The Duality of Time Postulate
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximation. In the physical sense, space-time has become naturally quantized although it ...
- => TIME CHEST - 3.3.2 The Dynamic Creation of Dimensions
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximation. This was discussed at length in Chapter V of the Ultimate Symmetry. Without p ...
- => THE DOT POSTULATE - 4. A Brief General Analysis:
... espondence principle, we will see in section 5.3, that semi-Riemannian geometry on is a special approximation of this discrete complex-time geometry on . This approximation is implicitly a ...
- => THE DOT POSTULATE - Introduction
... the Duality of Time Theory, because the semi-Riemannian geometry on the real space R is a special approximation of this complex-time geometry on the hyperbolic space H, so General Relativity ...
- => Message from the Author
... the Duality of Time Theory, because the semi-Riemannian geometry on the real space R is a special approximation of this complex-time geometry on the hyperbolic space H, so General Relativity ...
- => The Complex-Time Frame
... space and matter. Therefore, the non-Euclidean Minkowski space-time coordinates will be a special approximation of the Euclidean space coordinates , or time coordinates: where or represent t ...
- => ULTIMATE SYMMETRY - IV.4.2 General Relativity
Approximation
... lfilled by the Duality of Time Theory, because the semi-Riemannian geometry on is a special approximation of this complex-time geometry on , so General Relativity is produced when we c ...
- => ULTIMATE SYMMETRY - About this Book
... reduce to General Relativity. This means that the semi-Riemannian geometry on is a special approximation of this discrete complex-time geometry on . This approximation is implicitly a ...
- => ULTIMATE SYMMETRY - I.4.3 The Duality of Time Postulate
... nce principle, we will see in section IV.4.2, that semi-Riemannian geometry on is a special approximation of this discrete complex-time geometry on . This approximation is implicitly a ...
- => DUALITY OF TIME - Introduction: The Secret of Time
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximation. In the physical sense, space-time has become naturally quantized although it ...
- => DUALITY OF TIME - 5.2 Dynamic Creation and Aether
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximation. Without postulating the Duality of Time and the resulting continuous creation ...
- => DUALITY OF TIME - 1.3.1 Formation of Dimensions
... heory, because complex numbers are now genuinely natural while the reals are one of their special approximations, that corresponds to the extreme theoretical case of infinite flat space with ...
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.
