• Stringy Geometry

    fancier way of saying that is that in general, it’s okay to model the space around us using the Euclidean metric. But the Euclidean model stops working when gravity becomes strong, as we’ll see later. The Euclidean model for space The magic square of “Albrect Durer” located in my index on the right is fascinating…

  • Newton’s inverse-square (1/r2) law

    The standard model of particle physics is a self-contained picture of fundamental particles and their interactions. Physicists, on a journey from solid matter to quarks and gluons, via atoms and nuclear matter, may have reached the foundation level of fields and particles. But have we reached bedrock, or is there something deeper? Savas Dimopoulos While…

  • Part of Facing the Trouble With Physics

    It might be that the laws change absolutely with time; that gravity for instance varies with time and that this inverse square law has a strength which depends on how long it is since the beginning of time. In other words, it’s possible that in the future we’ll have more understanding of everything and physics…

  • At What "Point" does the Universe Make itself Known?

    According to the basic laws of physics, every wavelength of electromagnetic radiation corresponds to a specific amount of energy. The NIST/ILL team determined the value for energy in the Einstein equation, E = mc2, by carefully measuring the wavelength of gamma rays emitted by silicon and sulfur atoms. This, was encapsulated in a “point before…

  • Singularities must be Rewritten?

    From Dr. Kip Thorne, Caltech 01 On Relativity-Plate 24 I have given examples why the singularities have to be rewritten. I explain the value of the KK Tower as well. As well, it’s relationship to curvature of the universe. Following through that discussion I hope I reveal the thinkng that has been garnered through my…

  • Science Mathmatically Endowed?

    Approaches to the Quantum Theory of Gravity by the PI Institute Two methods evolved in the theory of elementary particles to describe such quantized flux tubes. The one, called the loop method, studies them using the basic laws of electricity and magnetism, combined with quantum theory. The second, called string theory, postulates that the quantized…

  • Spacetime 101

    Here’s some basic background covering how mathematical models of space and time have evolved since ancient times, from the Pythagorean Rule to Newtonian mechanics, Special Relativity and General Relativity. For the roads leading to one’s view of the strange world of non-euclidean views had to offer, I of course needed some model from which to…

  • KK Tower

    Like many people who devote their time to understanding the nature of the cosmo and the micro perspective of the world around us, these things have their own motivational packages which move to further rquired comprehensions. In that, one needs to further educateas to what they are talking about. It’s definitiely not easy, but I…

  • Getting Ducks in a Row

    Energising the quest for ‘big theory’ By Paul Rincon We are at a point where experiments must guide us, we cannot make progress without them,” explains Jim Virdee, a particle physicist at Imperial College London Good to see Joanne contributions here as well as Marks. Even though Dissident throws up tidbits for the “unlikely scenario…

  • Tiny Bubbles

    AS a child, Einsten when given the gift of the compass, immediately reocgnized the mystery in nature? If such a impression could have instigated the work that had unfolded over timein regards to Relativity, then what work could have ever instigated the understanding of the Pea as a constant reminder of what the universe became…

  • String Theory Displays Golden Ratio Tendency?

    Srinivas Ramanujan (1887-1920): Ramanujan was a mathematician so great his name transcends jealousies, the one superlatively great mathematician whom India has produced in the last hundred years. “His leaps of intuition confound mathematicians even today, seven decades after his death. ..the brilliant, self-taught Indian mathematician whose work contains some of the most beautiful ideas in…