Emergence of the world with Lie-N-algebra and M-dimensions from nothing

TL;DR

This paper introduces G-theory, a Lie-N-algebra based model that explains the universe's emergence from nothing, avoiding singularities and involving branes, wormholes, and oscillating dimensions.

Contribution

It proposes a novel Lie-N-algebra framework that models universe creation from nothing, incorporating branes, wormholes, and dynamic dimensions, with implications for cosmology.

Findings

Universe emerges from nothing via brane interactions.

Wormholes induce oscillations between expansion and contraction.

Extra dimensions can behave like time, affecting universe dynamics.

Abstract

In this paper, we propose a new model in Lie-N-algebra that removes big bang singularity and produces the world with all it's objects and dimensions from nothing. We name this theory as G-theory. In this model, first, two types of energies with opposite signs are produced from nothing such as the sum over them be zero. They create two types of branes with opposite quantum numbers which interact with each other by exchanging bosonic tensor fields like graviton and compact. By compacting branes, fermionic tensor fields are emerged which some of them play the role of the gravitinos. Also, some dimensions take extra (i) factors, their properties become different and they behave like time dimensions. Gravitons and gravitinos create two types of wormholes which lead to the oscillation of branes between expansion and contracting branches. These wormholes produce a repulsive gravity in compacted branes and cause that their particles get away from each other and expansion branch begin. Also, they create an attractive gravity in opening branes and lead to closing their particles and starting the contraction epoch. Our universe is born on one of these branes and oscillates between contraction and expansion branch.