=> ULTIMATE SYMMETRY - I.3.3 Group Theory and Symmetry... rtant in physics because they describe the symmetries which the laws of physics seem to obey. According to Noether s theorem, every continuous symmetry of a physical system corresponds to a conservation law of the system. Physicists are very interested in group representations, especially ...
=> ULTIMATE SYMMETRY - II.3.2 Super Symmetry in Strings Theory
and Extra Dimensions... s. In the early 1980s, Edward Witten (b. 1951) discovered that most theories of Quantum Gravity could not accommodate chiral fermions, like the neutrino. This led to study violations of the conservation laws in gravity theories with anomalies, with hundreds of physicists started to work in ...
=> ULTIMATE SYMMETRY - II.2.3 Lepton Symmetry... s still conserved in the Standard Model. Numerous searches for physics beyond the Standard Model incorporate searches for lepton number or lepton flavor violation. Because the lepton number conservation law in fact is violated by chiral anomalies, there are problems applying this symmetry ...
=> ULTIMATE SYMMETRY - II.1 Symmetry and Quantum Mechanics... nd Quantum Mechanics ...
=> ULTIMATE SYMMETRY - III.1.4 Space-Time Symmetries and
Diffeomorphisms... ed. A Killing vector field is one of the most important types of symmetries and is defined to be a smooth vector field that preserves the metric tensor. Killing vector fields are related to conservation laws, and they have extensive applications, also in classical mechanics. An affine vect ...
=> ULTIMATE SYMMETRY - I.3.2 Breaking of Symmetry... eviation could be tiny and unnoticed, in which case the system would remain approximately symmetric, and the violation will cause a small correction that can still be covered by approximate conservation laws, but the laws themselves are still invariant. However, in other situations, symmet ...
=> ULTIMATE SYMMETRY - About this Book... d Theory, and hyper symmetry is the same established space-time diffeomorphism of General Relativity. Therefore, while normal symmetry governs the macroscopic objects, based on the familiar conservation laws of classical mechanics, super symmetry governs the elementary particles of matter ...
=> ULTIMATE SYMMETRY - I.1 Normal Symmetry and Classical
Physics... so important in Classical Mechanics, for example in the principle of equivalence of inertial frames, or the Galilean invariance. It was later discovered by Noether, symmetry always leads to conservation laws. Although the conservation of momentum and energy were fundamental in Classical Me ...
=> ULTIMATE SYMMETRY - Contents... e Sufi Cosmology i.3.3 Oneness of Being and the Origin of Symmetry i.4 The Principle of Love and Stationary Action CHAPTER I: NORMAL SYMMETRY I.1 Normal Symmetry and Classical Physics I.1.1 Conservation Laws and Noether Theorem I.1.2 Symmetry in Electromagnetism I.2 Fractal Geometry and Ch ...
=> Solving the Problem of Causality Based on the Duality of Time Theory... ly expressed through the laws of conservation, for example, of energy and momentum, that are normally applied only in local or connected space-time. With this novel view of re-creation, the conservation laws can be applied in any isolated system, but the isolation is not necessarily spatia ...
=> DUALITY OF TIME - 6.9.8 Quantum Causality... ly expressed through the laws of conservation, for example, of energy and momentum, that are normally applied only in local or connected space-time. With this novel view of re-creation, the conservation laws can be applied in any isolated system, but the isolation is not necessarily spatia ...
=> TIME CHEST - 3.3.13 Quantum Causality... ly expressed through the laws of conservation, for example, of energy and momentum, that are normally applied only in local or connected space-time. With this novel view of re-creation, the conservation laws can be applied in any isolated system, but the isolation is not necessarily spatia ...
=> ULTIMATE SYMMETRY - III.1.3 The Principle of General
Covariance... ymmetry with diffeomorphism group. This extension of the concept of continuous symmetry from global to local symmetries led to Noether s theorem which connects between global symmetries and conservation laws. In Special Relativity, the Minkowski metric possesses a global Lorentz symmetry, ...
=> DUALITY OF TIME - 5.3.1 Locality and the Speed of Light... lly expressed through the laws of conservation, of energy and momentum for example, that are normally applied only in local or connected space-time. With this novel view of re-creation, the conservation laws can be applied in any isolated system, but the isolation is not necessarily by dir ...
=> TIME CHEST - 2.2.3 Temporality and Absolute Simultaneity... , beyond the physical boundaries, because the most basic principle of causality becomes a consequence of this sequential metaphysical creation in the inner levels of time, and hence all the conservation laws of momentum and energy, because the whole Universe becomes like a standing wave, o ...
=> ULTIMATE SYMMETRY - I.1.1 Conservation Laws and Noether
Theorem... ime Postulate and Its Consequences on General Relativity and Quantum Mechanics ...
=> The Problem of Non-Locality... lly expressed through the laws of conservation, of energy and momentum for example, that are normally applied only in local or connected space-time. With this novel view of re-creation, the conservation laws can be applied in any isolated system, but the isolation is not necessarily by dir ...
=> DUALITY OF TIME - 1.3.2 Theory of Everything... , beyond the physical boundaries, because the most basic principle of causality becomes a consequence of this sequential metaphysical creation in the inner levels of time, and hence all the conservation laws of momentum and energy, because the whole Universe becomes like a standing wave, o ...
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.
