Tag Archives: Geometrics

Moving in Harmony with a Rotating Geometry

You ask not where the points are, but how one enters the geometry that leads to them. That is the correct question. 1. The false intuition: aiming at a point One might think: “To reach a Lagrange point, one simply … Continue reading

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The  Logic to Galactic-scale Transport Networks

We will not imagine engines of fantasy, but extend a principle already proven true. 1. What must be preserved when scaling up When moving from the solar system to the galaxy, we must preserve relations, not mechanisms. The preserved ideas … Continue reading

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Visible Earth

http://visibleearth.nasa.gov/ (Click on Image for Larger Viewing) See Also: Blue Marble Navigator Spaceship Earth: Who Is In Control?  http://www.overviewinstitute.org/  http://www.overviewthemovie.com/ Dialogos of Eide

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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 , , , | 2 Comments

Lost in Translation

Photo Credit: NASA Supernova Remnant Turns 400Four hundred years ago, sky watchers, including the famous astronomer Johannes Kepler, were startled by the sudden appearance of a “new star” in the western sky, rivaling the brilliance of the nearby planets. Now, … Continue reading

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Tipping LightCones and the Escape Velocity of a Photon

“Black Hole” by Tamsin van Essen Also see: Tamsin van Essen-Ceramic Design Wonderful and creative thinking to what remains a mystery to a lot of people who do not ever get to see what cancer looks like or what it … Continue reading

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Angels and Demons on a Pinhead

“Observations always involve theory.”Edwin Hubble Curvature Parameters Of course I had to point to the cosmological understanding that took us to this “geometrical understanding of things that are large.” But this is to be short, while I crunch the thoughts … Continue reading

Posted in Curvature Parameters, Dimension, General Relativity, Geometrics, Gravity, Hubble, Orbitals, String Theory | Tagged , , , , , , , | Leave a comment

Symmetries Can be Chaotically Complex

Imagine in an “action of a kind” you start off from one place. A photon travelling through a slit of Thomas Young’s, to get through “a world” to the other side. Sounds like some fairy tale doesn’t it? Yet, “the … Continue reading

Posted in Albrecht Durer, Art, Deep Play, Earth, Einstein, Geometrics, Gravity, latex rendering, Mathematics, Pascal, Photon, Quantum Gravity, Taylor, Thomas Young, Three Body Problem | Tagged , , , , , , , , , , , , , , | Leave a comment

Wolf-Rayet star

While I have started off with the definition of the Wolf-Rayet star, the post ends in understanding the aspects of gravity and it’s affects, as we look at what has become of these Wolf-Rayet stars in their desimination of it’s … Continue reading

Posted in astronomy, Chaldni, dark energy, Earth, Geometrics, Gravity, Hubble, lagrangian, Microscopic Blackholes, Quark Stars, Satellites, Sun, Three Body Problem, Time Travel, WMAP | Tagged , , , , , , , , , , , , , , | Leave a comment

First Stars Behind the Scene

There are several recognized processes from the early universe that leave relic effects setting the stage for galaxy formation and evolution. We deal here with the first generarion of stars, primordial nucleosynthesis, the epoch of recombination, and the thermal history … Continue reading

Posted in astrophysics, Chaldni, Cosmology, dark energy, dark matter, Geometrics, lagrangian, Mind Maps, planck, Standard model, Strange Matter, SuperNova, SuperNovas, Wayne Hu, WMAP | Tagged , , , , , , , , , , , , , , | Leave a comment