‘morph time’, no time, & the glimmerings of FTL?

Following up to the ‘morph time’ post [https://davehuer.com/blog/morph-time-hubble-constant-tuning/]…the biggest idea is far is:

  • there is ‘no time’
  • and is this the first glimmerings of practical FTL?

Even better: If the universe is a mass of Donuts (good pun there!) could FTL trips be accomplishable in short hops of not “moving”? ie. across the Möbius/Klein torus flow (skipping, like hop-scotch)?

And notably, in this model: There is the appearance of compression but no compression. There is no start and end. There is compression that is simultaneously expansion and every aimlessness everywhere: There is effortless. A churning, roiling flow.

 

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Image CC0 by Felix Mittermeier from Pixabay: https://pixabay.com/photos/pocket-watch-clock-time-old-2031021/

“morph time” + hubble constant-tuning?

I sent out a note to various people about this on 27Mar2026.

In 2014 (blog published 2021), I published a note about an idea called the Möbius Universe (later: Möbius/Klein Torus Flow Universe): the idea that the universe is expanding inwards: https://davehuer.com/blog/update-to-mobius-universe-2014-2021/  And recently sent a note to DARPA FLUID suggest that this: https://davehuer.com/blog/improving-naturalness-of-machine-learning/ could be used to restructure cartesian structures to fluidly map fluidity. Last year, NASA told me the SETG (Search for Extraterrestrial Garbage) SETI search model is “original” and a good candidate for JWST: https://davehuer.com/blog/setg-seti-garbage-exoplanets-hunt-update/

A video about the Hubble Constant measurement debates got me thinking: What about using it to improve the Hubble Constant? Could SETG IR signatures be used to expand the scope to collect and compare IR signatures, and use that to resolve the Hubble tension?

Now I have an idea that the “multiverse” might be a cartesian thought structure to contain Mobius something truly mind-bogglingly boundless [a constant folding of spacetime and something else that I suspect could be called “morph time”].

 


Image by Hans Etholen from Pixabay