## The Solution Cosmological Constant Problem.

**Authors:** J Foukzon, E R Men’kova, A A Potapov

The cosmological constant problem arises because the magnitude of
vacuum energy density predicted by quantum field theory is about 120 orders of
magnitude larger than the value implied by cosmological observations of accelerating
cosmic expansion. We pointed out that the fractal nature of the quantum space-time
with negative Hausdorff- Colombeau dimensions can resolve this tension. The canonical
Quantum Field Theory is widely believed to break down at some fundamental
high-energy cutoff and therefore the quantum fluctuations in the vacuum can be
treated classically seriously only up to this high-energy cutoff. In this paper we argue that
Quantum Field Theory in fractal space-time with negative Hausdorff-Colombeau
dimensions gives high-energy cutoff on natural way. In order to obtain disered physical
result we apply the canonical Pauli-Villars regularization up to . It means that there exist
the ghost-driven acceleration of the univers hidden in cosmological constant.

**Comments:** 56 Pages.

**Download:** **PDF**

### Submission history

[v1] 2019-01-06 22:37:07

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