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- => TIME CHEST - 3.3.3 The Two Arrows of Time
... ginary parts are equal. At the same time, as a normal complex number, (c, c) describes an isotropic infinite and inert Euclidean space (without time), because its dimensions are continuous, ...
- => THE DOT POSTULATE - 5.2. The Two Arrows of Time:
... d imaginary parts are equal. At the same time, as a normal complex number, describes an isotropic infinite and inert Euclidean space (without time), because its dimensions are continuous, ...
- => Solving the Arrow of Time Problem Based on the Duality of Time Theory
... ginary parts are equal. At the same time, as a normal complex number, (c, c) describes an isotropic infinite and inert Euclidean space (without time), because its dimensions are continuous, ...
- => ULTIMATE SYMMETRY - II.4.2 The Two Arrows of Time
... aginary parts are equal. At the same time, as a normal complex number, describes an isotropic infinite and inert Euclidean space (without time), because its dimensions are continuous, ...
- => The Duality of Time Theory
... ary parts are equal. At the same time, as a normal complex number, ( c , c ) describes an isotropic infinite and inert Euclidean space (without time), because its dimensions are continuous, ...
... tational masses, in addition to allowing energy and mass to become imaginary, negative and even multidimensional. This will be discussed further in sections 5.1 , 5.2 and 5.4 , respectively. ...
... tational masses, in addition to allowing energy and mass to become imaginary, negative and even multidimensional. This will be discussed further in sections 5.1 , 5.2 and 5.4 , respectively. ...
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.
