Is fractal universe with determinism possible?

In summary, the possibility of a model where the universe possesses the following qualities altogether - all quantum fields being effective fields, gravity being an effective field, local realism or superdeterminism, and a preferred frame of reference - could lead to the reversal of an analog of RG flow and the generation of a mathematical fractal. This is supported by papers by Gonzalez-Meistres mentioning the possibility of 1+4 and an abstract of "Quantum Field Theory as Manifestation of Fractal Geometry" discussing the theoretical arguments from the Path Integral formulation and the Renormalization Group.

Is it possible, that all quantum fields are effective?

  • No, there are fundamental fields.

    Votes: 0 0.0%
  • Yes, there is no 'bottom'.

    Votes: 1 100.0%
  • Neither answer is right

    Votes: 0 0.0%

  • Total voters
    1
  • #1
Fractal matter
35
14
I'd like to know your opinion. Do you think the universe could posses the following qualities altogether?

1) All quantum fields are effective fields
2) Gravity is an effective field
3) Local realism (possibly superdeterminism)
4) There is a preferred frame of reference

It seems to me, that there is a possibility, that in such a model an analog of RG flow could be reversed. I envision it as an analog of generation of a mathematical fractal ('fractal zoom').

Papers by Gonzalez-Meistres mentioned the possibility of 1+4. A also find considerations of an abstract of the paper "Quantum Field Theory as Manifestation of Fractal Geometry" very convincing:"We discuss two theoretical arguments strongly suggesting that the continuum limit of Quantum Field Theory (QFT) leads to fractal geometry. The first argument stems from the Path Integral formulation of QFT, whereas the second one is an inevitable consequence of the Renormalization Group (RG)."
 
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