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Category Archives: Projective Geometry
Noncommutative standard model
In theoretical particle physics, the non-commutative Standard Model, mainly due to the French mathematician Alain Connes, uses his noncommutative geometry to devise an extension of the Standard Model to include a modified form of general relativity. This unification implies a … Continue reading
Posted in General Relativity, Geometrics, Projective Geometry, Topology
Tagged General Relativity, Geometrics, Projective Geometry, Topology
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Loci: A Gallery of Ray Tracing for Geometers
The crystalline state is the simplest known example of a quantum , a stable state of matter whose generic low-energy properties are determined by a higher organizing principle and nothing else. Robert Laughlin Figure 10 with linked animation: Five-fold rotational … Continue reading
The Body Canvas
Let no one destitute of geometry enter my doors.” Who would have known about the distinction I had thought only myself could bare the artistic rendition of a thought processes that had unfurled in my own expressive way many others … Continue reading
Posted in Books, Projective Geometry, Tattoo
Tagged Books, Projective Geometry, Tattoo
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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
Projective Geometries
A theorem which is valid for a geometry in this sequence is automatically valid for the ones that follow. The theorems of projective geometry are automatically valid theorems of Euclidean geometry. We say that topological geometry is more abstract than … Continue reading
Gino Fano
Gino Fano (5 January 1871 – 8 November 1952) was an Italian mathematician. He was born in Mantua, Italy and died in Verona, Italy. Fano worked on projective and algebraic geometry; the Fano plane and Fano varieties are named for … Continue reading
Great Pyramid was built inside out, Frenchman says
Man ponders shadow, or shadow ponders itself? Great Pyramid of Giza was the world’s tallest building from c. 2570 BC to c. 1300 AD.† For me, this has always been somewhat of an interest of mine. I’ll tell a little … Continue reading
Coxeter and Plato’s Cave
IN Beyond the Dance of the Sun I give an image of Plato’s Cave for consideration, about dimensinal perspectve. This is not only held in my mind in terms of what free people are chained in their perspectives, but I … Continue reading
Posted in Coxeter, Earth, Flowers, Foundation, geometries, Heisenberg, Hooft, lagrangian, Liminocentric, Nanotechnology, Plato's Cave, Projective Geometry, Sun, Symmetry
Tagged Coxeter, Earth, Flowers, Foundation, geometries, Heisenberg, Hooft, lagrangian, Liminocentric, Nanotechnology, Plato's Cave, Projective Geometry, Sun, Symmetry
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Krauss Speaks, People React? :)
We understand that Alice is just part of the developing perspective we have about interactions? THis is consistant with Glast, as well as any calormetrical understanding, from an interaction? That we had not explain the extra energy should still be … Continue reading
Posted in Brian Greene, CERN, geometries, Glast, Kip Thorne, Liminocentric, Non Euclidean, Nothing, Photon, Projective Geometry, Sound, Standard model, String Theory, WMAP
Tagged Brian Greene, CERN, geometries, Glast, Kip Thorne, Liminocentric, Non Euclidean, Nothing, Photon, Projective Geometry, Sound, Standard model, String Theory, WMAP
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