The Duality of Time Theory, that results from the Single Monad Model of the Cosmos, explains how physical multiplicity is emerging from absolute (metaphysical) Oneness, at every instance of our normal time! This leads to the Ultimate Symmetry of space and its dynamic formation and breaking into the physical and psychical (supersymmetrical) creations, in orthogonal time directions. General Relativity and Quantum Mechanics are complementary consequences of the Duality of Time Theory, and all the fundamental interactions become properties of the new granular complex-time geometry, at diifferent dimensions. - => Conference Talk [Detailed Presentation]
... is good at this stage to explain the logic behind this categorization which underlies the essence of symmetry, and the most fundamental structure of space-time geometry and mathematics, or number theory in particular, since this explains how multiplicity is emerging from absolute oneness. ...
... the discrete symmetry of space-time geometry. This revolutionary concept will have tremendous implications on the foundations of physics, philosophy and mathematics, including geometry and number theory; because complex numbers are now genuinely natural, while the reals are one of their e ...
... t facing the ill-defined infinities and singularities. For this reason, as we shall discuss further in Chapter IV, the Duality of Time Theory will have profound implications on geometry and number theory, because complex numbers are now genuinely natural, while the reals are one of their e ...
... antum Gravity by Mohamed Haj Yousef Search Inside this Book CHAPTER IV: ULTIMATE SYMMETRY Ability and the Divine Presence Euclidean Geometry and Space Transcendence Abstract Mathematics and Number Theory You should know that (divine) manifestations are of two types: the first is (et ...
... but on a higher level of the inner time that is creating the dimensions of space. Therefore, this will also have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... ean geometry by using hyperbolic split-complex numbers, as explained further in section 2.2. This will also have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... become complementary. This hypothesis takes all the fundamental principles and observations a profound grand step deeper, starting from the principle of causality in physics and philosophy, number theory and geometry in mathematics, perception and consciousness in psychology, in addition t ...
... gy. The ultimate reason behind this mysterious relation is the fundamental nature of complex-time geometry, which is the recurrence of one Single Monad, which is the essence of geometry and number theory. For this reason, as Ibn al-Arabi showed, the first secret that was revealed to this P ...
... mic philosophy. Nevertheless, there will be some important groundbreaking conceptions and conclusions, deeply related to the core of natural philosophy and even mathematics, or geometry and number theory, in addition to physics and cosmology. However, unlike the previous book, which was mo ...
... ry, but he did not publish, so Evariste Galois, who coined the term, is generally considered to have been the first to develop the theory. The main mathematical sources of group theory are: number theory, the theory of algebraic equations, and geometry. In 1830s, Galois was the first to em ...
... Search Inside this Book IV.4 Granular Geometry and Absolute Homogeneous Space As we mentioned in section I.4.3, the Duality of Time Theory will have significant implications on geometry and number theory, because complex numbers are now genuinely natural, while the reals are one of their e ...
... is good at this stage to explain the logic behind this categorization which underlies the essence of symmetry, and the most fundamental structure of space-time geometry and mathematics, or number theory in particular, since this explains how multiplicity is emerging from absolute oneness. ...
... any years. Temporal Numbers (Scheduled) The profound implications of the Duality of Time propagate into mathematics and number theory, because it delineates the fundamental edifice of geometry. ... all kinds of objects i ...
... infinities and singularities. For this reason, as we have discussed in Chapters IV and V of the Ultimate Symmetry, the Duality of Time Theory will have profound implications on geometry and number theory, because complex numbers are now genuinely natural, while the reals are one of their e ...
... e consider all the dimensions to be coexisting together it will be continuous and real. This will therefore have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... but on a higher level of the inner time that is creating the dimensions of space. Therefore, this will also have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... become complementary. This hypothesis takes all the fundamental principles and observations a profound grand step deeper, starting from the principle of causality in physics and philosophy, number theory and geometry in mathematics, perception and consciousness in psychology, in addition t ...
... asily expressed in terms of Euclidean geometry by using hyperbolic split-complex numbers H . This will also have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... the discrete symmetry of space-time geometry. This revolutionary concept will have tremendous implications on the foundations of physics, philosophy and mathematics, including geometry and number theory; because complex numbers are now genuinely natural, while the reals are one of their e ...
... e consider all the dimensions to be coexisting together it will be continuous and real. This will therefore have deep implications on the various fields of mathematics, such as geometry and number theory, because complex numbers are now genuinely natural while the reals are one of their sp ...
... d Quantum Mechanics, by providing the smooth link between “discreteness” and “continuity”. Therefore, the profound implications of the Duality of Time propagate into Mathematics and Number Theory, because it delineates the original edifice of Geometry. In fact, this innovative theo ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... eates the very structure of geometry, and it will be the gate for a new era in the history of science and philosophy. According to the “Duality of Time Theory”, which is based on the “ SINGLE MONAD MODEL ”, the whole cosmos, including space and what it contains of matter particles, i ...
... dations of physics and mathematics, because it delineates the very structure of geometry, and it will be the gate for a new era in the history of science and philosophy. According to the “ DUALITY OF TIME Theory”, which is based on the “Single Monad Model”, the whole cosmos, includi ...
... nstantaneous generation of matter particles and antiparticles, which then simultaneously repair and vanish into the past, just to be re-created again, perpetually. As we described in the “ ULTIMATE SYMMETRY ”, this perpetual and sequential dynamic formation causes the illusion of motion ...
... ually, as we have shown in the first three volumes of the Single Monad Model series, this genuine complex-time geometry provided elegant solutions to many persisting problems in physics and cosmology, including causality, non-locality, homogeneity, the arrow of time, the mass-gap, the cosm ...
... e and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... lativity in the early 19 th century, many other non-Euclidean geometries were introduced. The main motivation was the newly discovered relation between space and time, together termed as “space-time”, which implied that physical space itself is not uniform anymore, as it was treated in ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... lity, homogeneity, the arrow of time, the mass-gap, the cosmological constant, super-symmetry and matter-antimatter asymmetry, in addition to reconciling the inherent contradictions between GENERAL RELATIVITY and Quantum Mechanics, by providing the smooth link between “discreteness” an ...
... arrow of time, the mass-gap, the cosmological constant, super-symmetry and matter-antimatter asymmetry, in addition to reconciling the inherent contradictions between General Relativity and QUANTUM MECHANICS , by providing the smooth link between “discreteness” and “continuity”. The ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
... re. However, the Theory of Relativity, whether in its Special or General versions, and in its classical or modern formulations; although it showed that space and time are connected, via the speed of light, it did not explain the nature of this connection and how exactly does it affect the ...
... ded elegant solutions to many persisting problems in physics and cosmology, including causality, non-locality, homogeneity, the arrow of time, the mass-gap, the cosmological constant, super-symmetry and matter-antimatter asymmetry, in addition to reconciling the inherent contradictions bet ...
... time! This theory leads to the Ultimate Symmetry of Space and its instantaneous breaking into the physical and psychical creations, with two hyperbolically orthogonal arrows of time. ...
I have no doubt that this is the most significant discovery in the history of mathematics, physics and philosophy, ever!
By revealing the mystery of the connection between discreteness and contintuity, this novel understanding of the complex (time-time) geometry, will cause a paradigm shift in our knowledge of the fundamental nature of the cosmos and its corporeal and incorporeal structures.
Enjoy reading...
Mohamed Haj Yousef
Check this detailed video presentation on "Deriving the Principles of Special, General and Quantum Relativity Based on the Single Monad Model Cosmos and Duality of Time Theory".
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