- => Oneness and the Four Levels of Symmetry
... s are originated. Therefore, this Ultimate Symmetry is described by a perfect homogeneous euclidean geometry, whose points are simple spirits called the Constant Entities that can be describ ...
- => Time in Western Philosophy
... th century, Kant said that our mind structures our perceptions so that space always has a euclidean geometry, and that time has the structure of the infinite mathematical line (Kant 1998: 15 ...
- => الزّمن في الفلسفة الغربية - كتاب نظرية الجوهر الفرد
... عند النجوم والمجرات. انظر في: Patrick J. Ryan, Euclidean and Non-euclidean geometry (Cambridge: Cambridge University, 1986). [72] انظر في: Kant, Critique of Pu ...
- => Reviews of Published Books
... mate symmetry explains how the curved space of contemporary physics can be generated from euclidean geometry’s “homogenous” space. Underlying these threads is the divine Principle of L ...
- => Temporal Numbers
... nd numbers is usually neglected in mathematics, and that was the primary reason that made euclidean geometry feasible. Mathematics, which is primarily based on the five axioms established by ...
- => Kirkus Review of Ultimate Symmetry
... mate symmetry explains how the curved space of contemporary physics can be generated from euclidean geometry’s “homogenous” space. Underlying these threads is the divine Principle of L ...
- => TIME CHEST - 1.5 Western Philosophy and Physics
... th century, Kant said that our mind structures our perceptions so that space always has a euclidean geometry, and that time has the structure of the infinite mathematical line (Kant 1998: 15 ...
- => TIME CHEST - 2.1 Ibn al-Arabi’s View of Creation
... bosons, since they are waves propagating at the speed of light, are described by the non-euclidean geometry, that can be studied according to the continuous space-time symmetries in General ...
- => TIME CHEST - 2.2.10 The Secret of Time
... genuinely imaginary with respect to the inner time, and thus easily expressed in terms of euclidean geometry by using hyperbolic split-complex numbers. Without postulating the Duality of Tim ...
- => TIME CHEST - 3.3.2 The Dynamic Creation of Dimensions
... genuinely imaginary with respect to the inner time, and thus easily expressed in terms of euclidean geometry by using hyperbolic split-complex numbers H . This will also have deep implicatio ...
- => TIME CHEST - 3.4.5 Aether and the Cosmological Constant
Problem
... s what causes the deformation and curvature of what is otherwise described by homogeneous euclidean geometry. Therefore, the Duality of Time Theory reconciles the classical view of aether wi ...
- => TIME CHEST - 3.5.1 The Incorporeal Worlds
... bosons, since they are waves propagating at the speed of light, are described by the non-euclidean geometry, that can be studied according to the continuous space-time symmetries in General ...
- => THE DOT POSTULATE - 5. The Dynamic Formation of Dimensions:
... 7). For this reason, there has been many attempts to describe quantum gravity in terms of euclidean geometry (Hawking, 1979; Panine and Kempf, 2016), because in this way it is possible to av ...
- => THE DOT POSTULATE - 5.4. Aether and the Cosmological Constant Problem:
... s what causes the deformation and curvature of what is otherwise described by homogeneous euclidean geometry. Therefore, the Duality of Time Theory reconciles the classical view of aether wi ...
- => THE DOT POSTULATE - 2. Introduction:
... or spherically orthogonal, on each other, which is what makes (isotropic and homogeneous) euclidean geometry that can be expressed with normal complex numbers , in which the modulus is given ...
- => SINGLE MONAD MODEL - OTHER BOOKS
... foremost Islamic philosophers and logicians. See also: EI 2 , 'Al-F r b ', II: 778. [25] euclidean geometry is based on the ideas of Euclid (ca. 300BC), who stated in his book The Elements ...
- => SINGLE MONAD MODEL - OTHER BOOKS
... foremost Islamic philosophers and logicians. See also: EI 2 , 'Al-F r b ', II: 778. [25] euclidean geometry is based on the ideas of Euclid (ca. 300BC), who stated in his book The Elements ...
- => SINGLE MONAD MODEL - 8. Time in Western Philosophy:
... th century, Kant said that our mind structures our perceptions so that space always has a euclidean geometry, and that time has the structure of the infinite mathematical line (Kant 1998: 15 ...
- => Solving the Problem of Quantum Gravity Based on the Duality of Time Theory
... elativity all at once. This will allow Quantum Gravity to be expressed in terms of simple euclidean geometry, without invoking Riemannian manifolds, as it will be discussed in chapter V. &nb ...
- => ULTIMATE SYMMETRY - IV.4 Granular Geometry and Absolute
Homogeneous Space
... pace-time, thus covered by the hyperbolic granular geometry on , rather than the abstract euclidean geometry which describes absolute space continuum, such as or . Therefore, if we cou ...
- => ULTIMATE SYMMETRY - IV.4.1 Hierarchy of Number Sets
... geometry, that is normally represented in terms of Hilbert space, as a generalization of euclidean geometry to any number of dimensions. However, even a simple Euclidean plane is an abstrac ...
- => ULTIMATE SYMMETRY - Conclusion
... s are originated. Therefore, this Ultimate Symmetry is described by a perfect homogeneous euclidean geometry, whose points are simple spirits called the Constant Entities that can be describ ...
- => ULTIMATE SYMMETRY - CHAPTER I: NORMAL SYMMETRY
... on each other, which is what makes the perfectly symmetrical (isotropic and homogeneous) euclidean geometry, that can be expressed with normal complex numbers , in which the modulus is give ...
- => ULTIMATE SYMMETRY - I.2 Fractal Geometry and Chaos Theory
... etry considerations, and it is also referred to as scale-symmetry and self-similarity. In euclidean geometry, shapes scale predictably according to intuitive and familiar ideas about the spa ...
- => ULTIMATE SYMMETRY - I.2.1 Fractals and Divergent Series
... apply for certain situations only. Therefore, in order to be able to square the circle in euclidean geometry, we need to redefine space by taking into account the actual geometry of creation ...
- => ULTIMATE SYMMETRY - I.4.4 The Dynamic Formation of
Dimensions
... al. For this reason, there has been many attempts to describe quantum gravity in terms of euclidean geometry, because in this way it is possible to avoid singularities which are unavoidable ...
- => ULTIMATE SYMMETRY - CHAPTER III: HYPER SYMMETRY
... bosons, since they are waves propagating at the speed of light, are described by the non-euclidean geometry, that can be studied according to the continuous space-time symmetries in General ...
- => ULTIMATE SYMMETRY - Introduction: Beauty and the Principle of Love
... bosons, since they are waves propagating at the speed of light, are described by the non-euclidean geometry, that can be studied according to the continuous space-time symmetries in General ...
- => ULTIMATE SYMMETRY - III.3.2 Aether and the Cosmological
Constant Problem
... s what causes the deformation and curvature of what is otherwise described by homogeneous euclidean geometry. Therefore, the Duality of Time Theory reconciles the classical view of aether wi ...
- => ULTIMATE SYMMETRY - CHAPTER IV: ULTIMATE SYMMETRY
... sef 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 ...
- => DUALITY OF TIME - Introduction: The Secret of Time
... genuinely imaginary with respect to the inner time, and thus easily expressed in terms of euclidean geometry by using hyperbolic split-complex numbers. Without postulating the Duality of Tim ...
- => DUALITY OF TIME - 3.5.17 Axiomatic Approaches
... that the Single Monad Model of the cosmos, and the resulting genuinely-complex time-time euclidean geometry of the Duality of Time hypothesis, will introduce essential modifications on the ...
- => DUALITY OF TIME - 3.7 Strings Theory
... elativity all at once. This will allow Quantum Gravity to be expressed in terms of simple euclidean geometry, without invoking Riemannian manifolds, as it will be discussed in chapter V. 3.9 ...
- => DUALITY OF TIME - 5.2 Dynamic Creation and Aether
... genuinely imaginary with respect to the inner time, and thus easily expressed in terms of euclidean geometry by using hyperbolic split-complex numbers, as explained further in section 2.2. T ...
- => DUALITY OF TIME - 1.1.3 A Decade of Withdrawal
... it will be explained further below, the cosmos can be expressed easily in terms of simple euclidean geometry, but only after understanding the complex nature of time. That is simply because ...
- => DUALITY OF TIME - 7.3.1 The Problem of Infinity
... apply for certain situations only. Therefore, in order to be able to square the circle in euclidean geometry, we need to redefine space by taking into account the actual geometry of creation ...
- => DUALITY OF TIME - 1.2.2 The Single Monad Model
... jects, find it extremely difficult to use these sophisticated tools. The new complex-time euclidean geometry will enormously simplify the laws of physics, and make them cover other natural p ...
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.
