# Why does the Kerr-Newman black hole have the same gyromagnetic ratio as the electron?

@article{MeghrajM2020WhyDT, title={Why does the Kerr-Newman black hole have the same gyromagnetic ratio as the electron?}, author={S MeghrajM and Abhishek Pandey and Tejinder P. Singh}, journal={arXiv: General Relativity and Quantum Cosmology}, year={2020} }

We have recently proposed a deterministic matrix dynamics at the Planck scale, for gravity coupled to Dirac fermions, evolving in the so-called Connes time. By coarse-graining this dynamics over time intervals much larger than Planck time, we derived the space-time manifold, quantum theory, and classical general relativity, as low energy emergent approximations to the underlying matrix dynamics. In the present article, we show how to include Yang-Mills gauge fields in this Planck scale matrix…

## 11 Citations

Trace dynamics, and a ground state in spontaneous quantum gravity

- Physics
- 2020

We have recently proposed a Lagrangian in trace dynamics, to describe a possible unification of gravity, Yang-Mills fields, and fermions, at the Planck scale. This Lagrangian for the unified entity…

A basic definition of spin in the new matrix dynamics

- Physics
- 2020

Abstract We have recently proposed a new matrix dynamics at the Planck scale, building on the theory of trace dynamics. This is a Lagrangian dynamics in which the matrix degrees of freedom are made…

I. AN EIGENVALUE EQUATION FOR THE HAMILTONIAN OF AN AIKYON

- Physics
- 2021

We have recently proposed a Lagrangian in trace dynamics, to describe a possible unification of gravity, Yang-Mills fields, and fermions, at the Planck scale. This Lagrangian for the unified entity…

Quantum gravity, minimum length and holography

- Physics
- 2019

The Karolyhazy uncertainty relation states that if a device is used to measure a length l , there will be a minimum uncertainty $$\delta l$$ δ l in the measurement, given by $$(\delta l)^3 \sim…

The Characteristic Equation of The Exceptional Jordan Algebra: Its Eigenvalues, And Their Relation With Mass Ratios For Quarks And Leptons

- Mathematics
- 2021

We have recently proposed a pre-quantum, pre-space-time theory as a matrix-valued La-grangian dynamics on an octonionic space-time. This pre-theory offers the prospect of unifying the internal…

Left-Right symmetric fermions and sterile neutrinos from complex split biquaternions and bioctonions

- Physics
- 2021

In this article we investigate the application of complex split biquaternions and bioctonions to the standard model. We show that the Clifford algebras Cl(3) and Cl(7) can be used for making…

Octonions, trace dynamics and noncommutative geometry—A case for unification in spontaneous quantum gravity

- Physics
- 2020

Abstract We have recently proposed a new matrix dynamics at the Planck scale, building on the theory of trace dynamics and Connes noncommutative geometry program. This is a Lagrangian dynamics in…

Trace dynamics and division algebras: towards quantum gravity and unification

- Physics
- 2020

Abstract We have recently proposed a Lagrangian in trace dynamics at the Planck scale, for unification of gravitation, Yang–Mills fields, and fermions. Dynamical variables are described by odd-grade…

Quantum gravity effects in the infra-red: a theoretical derivation of the low energy fine structure constant and mass ratios of charged fermions

- Physics
- 2022

We have recently proposed a pre-quantum, pre-space-time theory as a matrix-valued Lagrangian dynamics on an octonionic space-time. This theory oﬀers the prospect of unifying internal symmetries of…

Dark energy as a large scale quantum gravitational phenomenon

- PhysicsModern Physics Letters A
- 2020

In our recently proposed quantum theory of gravity, the universe is made of ‘atoms‘” of space-time-matter (STM). Planck scale foam is composed of STM atoms with Planck length as their associated…

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