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Tag Archives: Mathematics
Gravity and Light in the Fifth Dimension
Theodor Franz Eduard Kaluza November 9, 1885 – January 19, 1954 In Kaku’s preface of Hyperspace, page ix, we find a innocent enough statement that helps us orientate a view that previous to all understanding, is counched in the work … Continue reading
Posted in Dimension, Gravity, Kaluza, Klein, Mathematics, Symmetry, Time Travel
Tagged Dimension, Gravity, Kaluza, Klein, Mathematics, Symmetry, Time Travel
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No Royal Road to Geometry?
All those who have written histories bring to this point their account of the development of this science. Not long after these men came Euclid, who brought together the Elements, systematizing many of the theorems of Eudoxus, perfecting many of … Continue reading
Posted in Einstein, Euclid, Euler, General Relativity, geometries, Giovanni Girolamo Saccheri, Gravity, Loop Quantum, Mathematics, Music, Projective Geometry, Quantum Gravity, Summing over Histories
Tagged Einstein, Euclid, Euler, General Relativity, geometries, Giovanni Girolamo Saccheri, Gravity, Loop Quantum, Mathematics, Music, Projective Geometry, Quantum Gravity, Summing over Histories
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The Man Who Knew Infinity:
A Life of the Genius Ramanujanby Robert Kanigel Srinivas Ramanujan (1887-1920)In the past few decades, we have witnessed how Ramanujan’s contributions have made such a profound impact on various branches of mathematics. The book, “The man who knew infinity”, by … Continue reading
Posted in Art, Brain, Dimension, General Relativity, Mathematics, Oscillations, Ramanujan, String Theory
Tagged Art, Brain, Dimension, General Relativity, Mathematics, Oscillations, Ramanujan, String Theory
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Quantum Gravity
Here is one of two methods that help explain. The next post will follow tomorrow if I have time. The complexity of the pictures involved is linked down below in Fig 15-17. This will give some generalizations that I had … Continue reading
Posted in Complexity, Cosmology, Dimension, General Relativity, Graviton, Gravity, Klein, Mathematics, Particles, Quantum Gravity, String Theory, Time Travel, Topology
Tagged Complexity, Cosmology, Dimension, General Relativity, Graviton, Gravity, Klein, Mathematics, Particles, Quantum Gravity, String Theory, Time Travel, Topology
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Is Line , Hook and Sinker, Dimensionally Leading to Soul Food?
Oskar Klein (left) proposed in the 1920s that hidden spatial dimensions might influence observed physics. He poses with physicists George Uhlenbeck (middle) and Samuel Goudsmit in 1926 at the University of Leiden, the Netherlands. AIP Emilio Segrè Visual Archives I … Continue reading
Posted in Dimension, Einstein, General Relativity, Gravity, Kaluza, Klein, Mathematics, Quantum Gravity
Tagged Dimension, Einstein, General Relativity, Gravity, Kaluza, Klein, Mathematics, Quantum Gravity
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Plato as a City Slicker
You all know the saying of this one thing, right? The rest of the Republic answers this challenge. It does so by way of an analogy. Socrates says that it is difficult to distinguish what is going on in the … Continue reading
Posted in Earth, Hooft, Mathematics, Socrates, Socratic Method, Witten
Tagged Earth, Hooft, Mathematics, Socrates, Socratic Method, Witten
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Are Strings as Spacetime an Emergent Phenomena?
One thing I can tell you, though, is that most string theorist’s suspect that spacetime is a emergent Phenomena in the language of condensed matter physics. Above Witten asks a legitmate question, and so does Gerard t’Hooft as shown in … Continue reading
Posted in Concepts, Einstein, Mathematics, Sound, String Theory, Witten
Tagged Concepts, Einstein, Mathematics, Sound, String Theory, Witten
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Pythagoras Could be Called the First Known String Theorist
Pythagoras could be called the first known string theorist. Pythagoras, an excellent lyre player, figured out the first known string physics — the harmonic relationship. Pythagoras realized that vibrating Lyre strings of equal tensions but different lengths would produce harmonious … Continue reading
Plato: Mathematics Would Reveal the Structure of the World
We should ask why Plato’s theory is so progressive, why Aristotle’s is so archaic, and why Plato is usually given so little credit for his theory. The answer to all these is the same: Plato comes up with this kind … Continue reading
Dialogos of Eide 