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Black Holes CERN Colour of Gravity Concepts Cosmology dark energy dark matter Dimension Earth Einstein General Relativity geometries Gravity Landscape Mathematics M Theory Neutrinos Non Euclidean Nothing Particles Photon Quantum Gravity Quark Gluon PLasma Sound Standard model String Theory Sun Symmetry Time Travel UncategorizedDialogos of Eide
Tag Archives: geometries
To Infinity and Beyond: The Accelerating Universe
Dialogos of Eide
Materialism/Physicalism
In philosophy, the theory of materialism holds that the only thing that exists is matter or energy; that all things are composed of material and all phenomena (including consciousness) are the result of material interactions. In other words, matter is … Continue reading
Posted in Uncategorized
Tagged Allotrope, Consciousness, geometries, Materialism, Naturalism, Philosophy, Projective Geometry
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Point Being…It’s a Material World?
This provides for a beginning point of discussion about the parameters of our thinking in terms of the resolution to our experiences. Do they run further then the constraints we apply to them? In science your boxed in, and you … Continue reading
Process Fractal vs Geometry Fractals
Let proportion be found not only in numbers, but also in sounds, weights, times and positions, and whatever force there is.Leonardo Da Vinci The Mandelbrot set, seen here in an image generated by NOVA, epitomizes the fractal. Photo credit: © … Continue reading
Descriptive geometry
At this point in the development, although geometry provided a common framework for all the forces, there was still no way to complete the unification by combining quantum theory and general relativity. Since quantum theory deals with the very small … Continue reading
Hermetic Ties: Art to Esoteric Form
The father of all perfection in the whole world is here. Its force or power is entire if it be converted into Earth. Separate the Earth from the Fire, the subtle from the gross, sweetly with great industry. It ascends … Continue reading
Posted in Albrecht Durer, Alchemists, Aristotelean Arche, Earth, geometries, Induction, Raphael, School of Athens, Self Evident, Signatore, Sun, Tablet, Three Body Problem, Woodcuts
Tagged Albrecht Durer, Alchemists, Aristotelean Arche, Earth, geometries, Induction, Pythagoras, Raphael, School of Athens, Self Evident, Signatore, Sun, Tablet, Three Body Problem, Woodcuts
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Whose who, in the School of Athens
I was over visiting Clifford’s blog called Asymptotia this morning and notice a blog entry called, Heretics of Alexandria. Of course, what first came to mind is the “Library of Alexandria.” Clifford writes and paraphrases: This full length drama, set … Continue reading
Posted in Alexandria, Euclid, geometries, Library, Raphael, School of Athens, Signatore, Socrates, Socratic Method, Timaeus
Tagged Alexandria, Euclid, geometries, Library, Pythagoras, Raphael, School of Athens, Signatore, Socrates, Socratic Method, Timaeus
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Clock Work Universe
Fig 1.4 A twodimensional coordinate system can be used to locate the position of any point in terms of its x and ycoordinates Figure 1.4 shows the twodimensional case, with a grid extending over part of the page. The grid … Continue reading
Hubble Maps the Cosmic Web of "Clumpy" Dark Matter in 3D
ThreeDimensional Distribution of Dark Matter in the Universe This threedimensional map offers a first look at the weblike largescale distribution of dark matter, an invisible form of matter that accounts for most of the universe’s mass. This milestone takes astronomers … Continue reading
Posted in astronomy, astrophysics, dark energy, dark matter, Earth, geometries, Gravity, Hubble, imagery, lagrangian, Satellites, science, Sun, Time Travel
Tagged astronomy, astrophysics, dark energy, dark matter, Earth, geometries, Gravity, Hubble, imagery, lagrangian, Satellites, science, Sun, Time Travel
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PLATO:Mathematician or Mystic ?
Mathematics, rightly viewed, possesses not only truth, but supreme beauty, a beauty cold and austere, like that of sculpture, without appeal to any part of our weaker nature, without the gorgeous trappings of painting or music, yet sublimely pure, and … Continue reading
Posted in Art, Chaldni, Concepts, geometries, imagery, Mathematics, Music, nodal, nodal Gauss Riemann, Plato, School of Athens
Tagged Art, Chaldni, Concepts, geometries, imagery, Mathematics, Music, nodal, nodal Gauss Riemann, Plato, School of Athens
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