• Shawn
    13.3k
    Hello,

    If I ever get enough money, I would like to start a thread or possibly a group reading on Penrose': Cycles of Time.

    I have a simple equation that seems to dictate how reality at the current pace expands or what name is most suitable for how time 'flows'.

    Here it is:

    t=2*(k)^[n+[f(x-a)+(f(x-b)-f(x+c)+(deltaC)] (times) [5(Pi)/2+(deltaC)]
    
    [<-1, through, 1>]  -  for the delta of C*
    

    The remainder after "(times)" is not included in the power of k.

    Sorry, I'm such a mathjax newb.

    Would someone be able to analyze the above equation with respect to what Penrose may or may not have said about time? I am also interested in any input about the equation itself wrt. to time passage in any given universe or state space?

    Trying to use "http://asciimath.org/" for the user accessible version of this equation in MathJax; but, there's an issue with multiplying the power of k with respect to the secondary equation.

    Thanks.

    C* - Is governed by another equation...
  • Shawn
    13.3k
    The following may be of use:

    Kruskal-Penrose-Manifold-of-the-Original-Einstein-Rosen-Bridge.png
    The-Carter-Penrose-diagram-6-for-the-KruskalSzekeres-space-time-with-mass-M-There-are.png
    The following image is of my interest. How does time progress, only upward?
    The-Carter-Penrose-diagram-of-the-manifold-The-conformal-diagram-of-the-maximally.png
  • Pfhorrest
    4.6k
    That math is a bit over my head tonight, but as I understand it time is always up in a Penrose diagram, yes, even a tiling one.
  • Kenosha Kid
    3.2k

    Can you explain what you're asking? You've put a diagram of a wormhole up and a difficult-to-parse equation of unknown origin and derivation, but you haven't mentioned wormholes in your posts. A bit of context might make this easier to understand.
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