Dialogos of Eide/Home

  • Satellites Can Glide But Bee’s Can’t?

    I just wanted to clarify my statements in regards to the association I made In Bumble Bee Rotations. If you understood the “easiest route/shortest distance” in which to travel, how can a satellite be propelled along pathways, with the least resistance? You had to be able to see properly, and in a abstract sense? If…

  • Bumblebee Wing Rotations and Dancing

    The Bumble Be, Mentality So what is the Gluon that binds?:) For introduction sake, I might have deviated from Sean Carroll’s ideas about the, “what science doesn’t know” and traded it for mechanical systems interpretations, and the way we can write comprehension forms from such patterns inherent? It always comes down to the lesson of…

  • Gott Time?

    Okay Clifford, enough’s enough. Some of like to be genuine and eloquent in our speech as well. So I’ll try my best. You had to understand that without this inductive/deductive topological sense, this would not help one to identify what Greene is saying. You had to know what this represent in our valuations of time…

  • Inverse Square Law, Sound

    Acoustic Physics Of course you must remember, that I was influence by the Triangle man, and the idea of sound valuation in the determinatins of how we see differently. While complex math is the desired result of all the efforts of physics explanatory developement, there are ways in analogistc senses, that we may compare the…

  • What are those Quantum Microstates

    Now two points occupy my mind that hold questions as to what and how such counting can be done in terms of geometric propensity, that would allow these geometries into topological states. First point is: Lubos Motl said: We need to get closer to the “theory of everything”, regardless of the question whether the destination…

  • Projective Geometries

    Action at a Distance Now ths statement might seem counterproductive to the ideas of projective geometry but please bear with me. In physics, action at a distance is the interaction of two objects which are separated in space with no known mediator of the interaction. This term was used most often with early theories of…

  • Dirac’s Hidden Geometries

    I find this interesting because I like to visualizze as much as possible, and I sometimes think the basis of the leading ideas in science would had to follow a progression. Klein’s Ordering of Geometries was one such road that seem to make sense. The basis of relativity lead through in geometrical principals? Such an…

  • Atlas and Proton-proton Collisions

    Depth of Perception I am responding to the link here on Cosmic Variance and the related article, Cosmic Violence. I do not want to tie up their space, so my “further response” is being given here. I speak of Glast in the context of that “Window on the Universe” view. This helps to orientate our…

  • What Lies Beneath

    The Bottom up approach? R.B.Laughlin: The paper by Senthil et al. [9] is an attempt to address this issue mathematically. It deals specifically with a suspicion many of us have had that quark confinement, one of the most cherished features of the standard model, may be a collective effect that emerges at a phase transition…

  • Space and Time: Einstein and Beyond

    You know it’s amazing sometimes when the question in mind being put out there is not really answered right away, yet, it is strange that you ask and sure enough the right paper seems to find you. Plato said:Can this difference be as simple as, “a determination between “being discrete, and implying continuity“? Being stuck…

  • Big Horn Medicine Wheel

    I’ll put a picture here from my trip(it is taken from the board located at the site). It’s the Bighorn Medicine Wheel located by Sheridan Wyoming. It is about 9642 feet up and on Medicine Mountain. The walk was about a mile and half in and was about a 100 degrees that day. If conceived…