=> The Discrete Nature of Time... s been a great deal of debate in the history of philosophy and science as to whether time (and space) is discrete or continuous, though most philosophers and scientists deal with time as an infinitely divisible quantity. However, the Ash‘arite theologians' distinctive physical theory (of ...
=> DUALITY OF TIME - 2.9 European Renaissance... mics, electrical engineering, and statistics. 2.13 Corpuscular Philosophy On the other hand, there has been a long philosophical debate about the structure of matter and whether it is infinitely divisible. Atomists posited that matter consists of two fundamental principles: atom and ...
=> DUALITY OF TIME - 2.5.3 The Flying Arrow... d half that distance. Yet in the end the arrow reaches the target, moving at an average positive speed, which means that the sum of zeros is not equal to zero: ! Figure 2.2: If space is not infinitely divisible, the distance from start to target is composed of discrete points. At any discr ...
=> DUALITY OF TIME - 2.5.2 Dichotomy... als one only after infinite number of additions, and therefore it actually approaches one but never reaches it! This gives the same conclusion as the previous paradox, that space can not be infinitely divisible, so we shall not need to discuss it further. Read Other Books: Th ...
=> DUALITY OF TIME - 2.1 Babylonian Cosmology... uppose space and time to be continuous, while the other two do the same if we suppose them to be discrete. In the Achilles and Dichotomy arguments, Zeno is supposing that space and time are infinitely divisible. They can be easily countered by postulating an atomic theory in which matter ( ...
=> DUALITY OF TIME - 1.3.7 Quantum Mechanics... sophers were wrongly convinced that Zeno’s paradoxes are solved once and for all. However, the main tool in calculus is calculating the limits, which presupposes space and time to be infinitely divisible. Although this is still working just fine in all classical situations, it gave ...
=> ULTIMATE SYMMETRY - II.3.4 Super Symmetry and the Four
Classical Elements... er, it is now known that these states are due to similar behavior of different types of atoms at similar energy levels, and not due to containing a certain type of atom or a certain type of infinitely divisible substance or energy. The four classical elements arise from the combination of ...
=> ULTIMATE SYMMETRY - I.2.1 Fractals and Divergent Series... 60 degrees, and why . The fundamental reason why it is impossible to square the circle in normal Euclidean space is because we are considering both space and time to be real, or uniform and infinitely divisible. In reality, the dimensions of space-time are hyperbolic, and we need two compl ...
=> SINGLE MONAD MODEL - 15. The 'Single Day':... iversal Intellect scans in this 'Day' N number of states (that is N/2 for bodies in its 'day' and N/2 for spirits in its 'night'), it appears to the observer, who is one of these states, as infinitely divisible, because it is extremely small: 24 60 60/N seconds, and N is surely unimaginabl ...
=> SINGLE MONAD MODEL - 8. The Discrete Nature of Time:... s been a great deal of debate in the history of philosophy and science as to whether time (and space) is discrete or continuous, though most philosophers and scientists deal with time as an infinitely divisible quantity. However, the Ash arite theologians' distinctive physical theory (of t ...
=> SINGLE MONAD MODEL - 4. Zeno's Paradoxes:... ise would have advanced again 0.1 meter, and so on. Thus the Achilles can never catch the tortoise. Zeno bases the above two arguments on the fact that once a thing is divisible, then it is infinitely divisible. One could counter the above two paradoxes by postulating an atomic theory in w ...
=> TIME CHEST - 3.2 The Classical Elements and Quantum Field Theory... er, it is now known that these states are due to similar behavior of different types of atoms at similar energy levels, and not due to containing a certain type of atom or a certain type of infinitely divisible substance or energy. The four classical elements arise from the combination of ...
=> TIME CHEST - 2.2.6 The Discrete Nature of Time... s been a great deal of debate in the history of philosophy and science as to whether time (and space) is discrete or continuous, though most philosophers and scientists deal with time as an infinitely divisible quantity. However, the Asharite theologians’ distinctive physical theory of M ...
=> TIME CHEST - 1.5 Western Philosophy and Physics... hes its maximum when its motion encounters no resistance.” Langermann (1998). On the other hand, there has been a long philosophical debate about the structure of matter and whether it is infinitely divisible. Atomists posited that matter consists of two fundamental principles: atom and ...
=> Zeno Paradoxes... ise would have advanced again 0.1 meter, and so on. Thus the Achilles can never catch the tortoise. Zeno bases the above two arguments on the fact that once a thing is divisible, then it is infinitely divisible. One could counter the above two paradoxes by postulating an atomic theory in w ...
=> The Single Day... iversal Intellect scans in this 'Day' N number of states (that is N/2 for bodies in its 'day' and N/2 for spirits in its 'night'), it appears to the observer, who is one of these states, as infinitely divisible, because it is extremely small: 24×60×60/N seconds, and N is surely unimagina ...
=> DUALITY OF TIME - 3.4.4.1 Wave-Particle Duality... theories were all abstract and incomplete. The wave-particle duality is another manifestation of this conflict between the two contrasting views of space, time and matter: whether they are infinitely divisible or indivisible, or whether they are discrete or continuous. The corpuscular the ...
=> DUALITY OF TIME - 7.3.1 The Problem of Infinity... fe. All these methods, therefore, rely on some kind of approximation, because when taking the limits into infinity we are automatically supposing that the dimensions of space, and time, are infinitely divisible. Therefore, the fundamental reason why it is impossible to square the circle in ...
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.
