... The Programmer God ...
A simulation universe hypothesis at the Planck scale

if we assign geometrical objects to mass, space and time,
and then link them via a unit number relationship, 
we can build a physical universe from mathematical structures.

Could a Programmer God have used this approach?


This is a geometrical model, it uses 2 dimensionless constants (alpha and Omega). The articles are referenced, they have also been transcribed onto wiki pages as this is a familiar format.

Overview of the model

Cite: "Planck scale Simulation Hypothesis via a mathematical electron model (overview)".
download: doi:10.13140/RG.2.2.18574.00326/3

Mass, length, time, ampere (MLTA) as geometrical objects

Cite:"Programming Planck units from a virtual electron; a Simulation Hypothesis"
Eur. Phys. J. Plus (2018) 133: 278. https://doi.org/10.1140/epjp/i2018-12094-x

Planck units from a mathematical electron



1) Programming relativity as mathematics of perspective

In hypersphere coordinates all particles travel at, and only at, the velocity of expansion c. Photons are the mechanism of information exchange, as they lack a mass state they can only travel laterally (in hypersphere co-ordinate terms) between particles and so this hypersphere expansion cannot be observed via the electro-magnetic spectrum, relativity then becomes the mathematics of perspective translating between the absolute (hypersphere) and relative motion (3D surface space) co-ordinate systems.

Cite: "Programming relativity for use in Planck scale Simulation Hypothesis modeling".
download: doi:10.13140/RG.2.2.18574.00326/3


2) Programming cosmic microwave background parameters

Described is a method for programming the cosmic microwave background parameters at the Planck scale. With each increment to the simulation clock-rate, a set of Planck units (mass, length, time, charge) are added. The mass-space parameters increment linearly, the electric parameters in a sqrt-progression, thus for electric parameters the early universe transforms most rapidly. 

Cite: "Programming cosmic microwave background parameters for Simulation Hypothesis modeling".
download: doi:10.13140/RG.2.2.31308.16004/7


3. Emulating gravity via n-body rotating particle-particle orbital pairs at the Planck scale

Gravitational orbits are the time-averaged sum of rotating particle-particle orbital pairs at the Planck scale. Every particle is connected to every other particle by a circular orbital, forming an n-body `universe' wide lattice of discrete rotating particle-particle orbitals with particles at the orbital poles. In Planck unit terms, each particle-particle orbital rotates 1 unit of Planck length per unit of Planck time (v = c) in hyper-sphere coordinates.  

Cite: "3. Emulating gravity via n-body rotating particle-particle orbital pairs at the Planck scale".
download: doi:10.13140/RG.2.2.11496.93445/15


4. Atomic orbital transitions and the fine structure constant alpha in Planck scale simulations

The orbital is a physical unit of momentum identical to the photon albeit of inverse phase. Furthermore it is the orbital radius (the Bohr radius) which is treated as the physical structure, while rotating it pulls the electron with it creating the orbit. 

Cite: "4. Atomic orbital transitions and the fine structure constant alpha in Planck scale simulations".
download: doi:10.13140/RG.2.2.23106.71367/6


Links to wiki pages

The articles have also been transferred to wiki sites, this greatly reduces the text needed. To cite these pages, the versions are given below.

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