=> Zeno Paradoxes... 98: 218-20). The Dichotomy paradox concludes that there is no motion because that which is moved must arrive at the middle of its course before it arrives at the end. In order to traverse a line segment it is necessary to reach its midpoint. To do this, one must reach the one-fourth point; ...
=> SINGLE MONAD MODEL - 4. Zeno's Paradoxes:... 98: 218-20). The Dichotomy paradox concludes that there is no motion because that which is moved must arrive at the middle of its course before it arrives at the end. In order to traverse a line segment it is necessary to reach its midpoint. To do this, one must reach the one-fourth point; ...
=> SINGLE MONAD MODEL - Figure VII.2: 1-D, a line segment. It has a length, and it is created by moving a point.... General Relativity and Quantum Mechanics ...
=> SINGLE MONAD MODEL - Figure VII.3: 2-D, a unit square. It has length and width, and it is created by moving the line segment in a direction perpendicular to the line on which the segment lies.... COSMOS: Ibn al-Arabi's Concept of Time and Creation by Mohamed Haj Yousef Search Inside this Book Figure VII.3: 2-D, a unit square. It has length and width, and it is created by moving the line segment in a direction perpendicular to the line on which the segment lies. ...
=> Recent Pages... Single Monad Model of the Cosmos and Duality of Time Theory - AI ANSWERS - - SINGLE MONAD MODEL - Figure VII.3: 2-D, a unit square. It has length and width, and it is created by moving the line segment in a direction perpendicular to the line on which the segment lies. - Elixir of Life - ...
=> ULTIMATE SYMMETRY - IV.4.1 Hierarchy of Number Sets... is infinitely continuous. But this is conceptually wrong when we consider any actual circular object that is necessarily made of some discrete atoms. The same can be said even on any simple line segment. Of course, practically, we don t work on the level of atoms in our daily life, and tha ...
=> ULTIMATE SYMMETRY - I.2 Fractal Geometry and Chaos Theory... to as scale-symmetry and self-similarity. In Euclidean geometry, shapes scale predictably according to intuitive and familiar ideas about the space they occupy. For example, when we scale a line segment by a factor of , its new length will be three times its original length. If we do the s ...
=> Dimensions of the Unseen world... an to be 'fuelled by stones' (2:24, 66:6), and this could mean the nuclear energy that is available inside the atoms for which those two nuclear forces are responsible. Figure VII.2: 1-D, a line segment. It has a length, and it is created by moving a point. On the other hand there are s ...
=> SINGLE MONAD MODEL - Contents... of the Unseen world: 10.1. The Real: Figure VII.1: 0-D, a point. It actually has no length, width, or breadth. This is what is called a geometrical point. 10.2. Angels: Figure VII.2: 1-D, a line segment. It has a length, and it is created by moving a point. 10.3. The Jinn: Figure VII.3: 2- ...
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.
