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]**

Particle-Wave Duality: from Time Confinement to Space Transcendence

The concept of aether was used in ancient philosophy and medieval science as a thin transparent material that fills the upper spheres where planets move and revolve. This concept was invoked again in the late 18th century as a medium for the propagation of light waves, just like sound which needed a medium to propagate. Nonetheless, this concept was contradictory, because it required the existence of an invisible and infinite material that does not have any interaction with physical objects. On the one hand, aether had to be a perfect fluid in order to fill all space, but on the other hand it has to be millions of times more rigid than steel, in order to support the high frequencies of light waves. It also had to be massless and without viscosity, otherwise it would affect the motion of planets. Additionally, it had to be completely transparent, non-dispersive, incompressible, and continuous at a very small scale. Therefore, the existence of aether had been questioned and criticized by most physicists, but there was no other theory to replace it. However, many other complex experiments had been carried out in the late 19th century to try to detect the motion of the Earth through the aether, but all returned null results.

Subsequently, some alternative theories were proposed to explain aether dragging. Lorentz aether theory, for example, provided an elegant solution to how the motion of an absolute aether could be undetectable. In his theory of aether, Lorentz introduced the idea of length contraction, and Poincaré later was able to express it in mathematical equations, but shortly after that, the new theory of Special Relativity generated the same equations without ever referring to aether. Therefore, the success of Special and General Relativity marked the end of aether theories, although Einstein himself said that his model could itself be thought of as an aether, since empty space in Relativity has its own physical properties. In 1951, Dirac reintroduced the concept of aether in an attempt to address the perceived deficiencies in current models, thus in 1999 one proposed model of dark energy has been named: quintessence, or the fifth fundamental force. As a scalar field, the quintessence is considered as some form of dark energy which could provide an alternative postulate to explain the observed accelerating rate of the expansion of the Universe, rather than Einstein’s original postulate of cosmological constant.

In 1900, Poincaré recognized that local time is actually indicated by moving clocks. He built on Lorentz work and formulated his new conceptions mathematically. He then introduced the Principle of Relativity and tried to harmonize it with Electrodynamics. He declared that simultaneity is only a convenient convention which depends on the speed of light, whereby the constancy of the speed of light would be a useful postulate for making the laws of nature simple and easy. In June and July of 1905, Poincaré declared that the Relativity Principle is a general law of nature, including gravitation. He corrected some mistakes of Lorentz and proved the Lorentz covariance of the electromagnetic equations. However, he used the notion of an aether again as a perfectly undetectable medium, and distinguished between apparent and real time, but most historians of science argue that he failed to invent Special Relativity.

At the beginning of 1906, independently of Einstein, Poincaré published a substantially extended work of his 1905 paper, the so-called: “Palermo paper” , in which he spoke literally of “the Postulate of Relativity” and showed that the transformations are a consequence of the principle of least action. He also developed the properties of the Poincaré stresses, and demonstrated in more detail the group characteristics of the transformations, which he called the Lorentz group.

Poincaré also noticed that
Lorentz transformation is a rotation in four-dimensional space about the origin, by introducing
*ict* as a fourth imaginary coordinate, but he continued to refer to an aether as undetectable medium. He also described
coordinates and phenomena as local or apparent for moving observers and real
for observers at rest in the aether. By these various conceptions, Poincaré
anticipated much of Einstein’s methods and terminology, but he did not
invent Special Relativity.

Poincaré attempted to reformulate space and time, but his efforts were completed in 1907 by Hermann Minkowski based on the work of many previous mathematicians of the 19th century who contributed to group theory and projective geometry. Using similar methods, Minkowski succeeded in formulating a geometrical interpretation of the Lorentz transformations.

Minkowski combined time with the three-dimensional Euclidean space into a four-dimensional manifold, where the space-time interval between any two events is independent of the inertial frame of reference in which they are recorded. Minkowski initially developed his space for Maxwell’s equations of electromagnetism, but the mathematical structure was soon shown to be an immediate consequence of the two postulates of Special Relativity.

In his earlier work in 1907,
Minkowski first followed Poincaré in representing space and time together in
Euclidean space with the complex form: *(x,y,z,ict)*, but he noted that
it is a four-dimensional non-Euclidean manifold. The new space differs from
four-dimensional Euclidean space, because it treats time differently from
the three spatial dimensions, so that all frames of reference agree on the
total space-time interval between events, even when the individual
components in the Euclidean space and time differ due to length contraction
and time dilation.

## ... Monadology =>:

## ... Previous Mathematicians =>:

## ... Aether Theories =>:

## ... Null Results =>:

## ... Time Differently =>:

## ... Hermann Minkowski =>:

## ... Upper Spheres =>:

## ... Aether Drag =>:

## ... Mathematical Structure =>:

## ... Projective Geometry =>:

## ... Aether Theory =>:

## ... Aether Dragging =>:

... Space Transcendence Read this short concise exploration of the Duality of Time Postulate: DoT: The Duality of Time Postulate and Its Consequences on General Relativity and Quantum Mechanics ...

... rminology, but he did not invent Special Relativity. Poincaré attempted to reformulate space and time, but his efforts were completed in 1907 by Hermann Minkowski based on the work of many PREVIOUS MATHEMATICIANS of the 19th century who contributed to group theory and projective geometry ...

... ly after that, the new theory of Special Relativity generated the same equations without ever referring to aether. Therefore, the success of Special and General Relativity marked the end of AETHER THEORIES , although Einstein himself said that his model could itself be thought of as an aeth ...

... er theory to replace it. However, many other complex experiments had been carried out in the late 19th century to try to detect the motion of the Earth through the aether, but all returned NULL RESULTS . Subsequently, some alternative theories were proposed to explain aether dragging. Lore ...

... space with the complex form: (x,y,z,ict) , but he noted that it is a four-dimensional non-Euclidean manifold. The new space differs from four-dimensional Euclidean space, because it treats TIME DIFFERENTLY from the three spatial dimensions, so that all frames of reference agree on the tot ...

... icipated much of Einstein’s methods and terminology, but he did not invent Special Relativity. Poincaré attempted to reformulate space and time, but his efforts were completed in 1907 by Hermann Minkowski based on the work of many previous mathematicians of the 19th century who contrib ...

... sef Search Inside this Book 3.4 General Relativity and Hyper Symmetry The concept of aether was used in ancient philosophy and medieval science as a thin transparent material that fills the UPPER SPHERES where planets move and revolve. This concept was invoked again in the late 18th centu ...

... ed out in the late 19th century to try to detect the motion of the Earth through the aether, but all returned null results. Subsequently, some alternative theories were proposed to explain AETHER DRAG ging. Lorentz aether theory, for example, provided an elegant solution to how the motion ...

... n any two events is independent of the inertial frame of reference in which they are recorded. Minkowski initially developed his space for Maxwell’s equations of electromagnetism, but the MATHEMATICAL STRUCTURE was soon shown to be an immediate consequence of the two postulates of Specia ...

... mulate space and time, but his efforts were completed in 1907 by Hermann Minkowski based on the work of many previous mathematicians of the 19th century who contributed to group theory and PROJECTIVE GEOMETRY . Using similar methods, Minkowski succeeded in formulating a geometrical interpr ...

... century to try to detect the motion of the Earth through the aether, but all returned null results. Subsequently, some alternative theories were proposed to explain aether dragging. Lorentz AETHER THEORY , for example, provided an elegant solution to how the motion of an absolute aether cou ...

... ed out in the late 19th century to try to detect the motion of the Earth through the aether, but all returned null results. Subsequently, some alternative theories were proposed to explain AETHER DRAGGING . Lorentz aether theory, for example, provided an elegant solution to how the motion ...

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.

TIME CHEST - 3.2 The Classical Elements and Q...

DUALITY OF TIME - 5.3.6 Negative and Mu...

Deriving the Principles of Special and genera...

SINGLE MONAD MODEL - 9.1. Curved Time and the...

DUALITY OF TIME - 7.4 The Principle of ...

ULTIMATE SYMMETRY - IV.4.1 Hierarchy of Numbe...

ULTIMATE SYMMETRY - I.3.4 Chaos Theory...

Welcome to the Single Monad Model of the Cosmos and Duality of Time Theory

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".

Download the Book "DOT: The Duality of Time Postulate and Its Consequences on General Relativity and Quantum Mechanics" or: READ ONLINE .....>>>>

Because He loves beauty, Allah invented the World with ultimate perfection, and since He is the All-Beautiful, He loved none but His own Essence. But He also liked to see Himself reflected outwardly, so He created (the entities of) the World according to the form of His own Beauty, and He looked at them, and He loved these confined forms. Hence, the Magnificent made the absolute beauty --routing in the whole World-- projected into confined beautiful patterns that may diverge in their relative degrees of brilliance and grace.