My post for today is my first step in applying mathematics to the structure of light, based on the (hopefully) correct geometry I introduced in my last post “The Nobel Motion of Light”. At first I thought that I had realized something more fundamental, but as I dug deeper, I realized I had only figured out the basics, because I’m working on a 2D projection of a 4D object (a 3D object in space, with time added as the 4th dimension). But despite these limitations, I did find so

In my last post, A Vibrating Polygon of Branes, I presented a way to entangle two toroidal strings of elementary particles of energy into a closed loop of two entangled quasi-polygons, where half of the path of the particles was in an apparently linear path half of the time (when the other entangled polygon was behind) and curved the other half of the time (when the entangled polygon was behind the other polygon). Still at the time of finishing of the post, I thought that lig

In my last post, Entangled Rotating Branes, I showed an animated model for the rotating motion of entangled helices of branes (toroidal arrays of elementary particles of energy). With the settings that I chose, the shape looked aesthetically pleasing, but somehow impossible. In today’s post I take the same model but adjust settings to illustrate more realistic motion of the particles. The main problem with the previous illustration was that I chose the dimensions for the m