Preprint Series · Zenodo · March 2026 · Serdar Yaman

The Algorithmic
Reality Model

A unified scientific framework deriving quantum mechanics and general relativity from three axioms and a single scalar field — the clock-rate field J(x) — defined entirely by algebraic operations on informational loads. No tensor field equations. No renormalization. No free parameters.

11
Preprints
200+
Validation Checks
3
Foundational Axioms
0
Free Parameters
§ 1

What is the Algorithmic Reality Model?

ARM proposes that physical reality is the output of a finite computational process. Every observer — every data condensation node — perceives the world through a scalar clock-rate field J(x) that encodes informational density. Gravity, time dilation, quantum measurement, and the wave-particle transition all emerge from the gradient of this single field. No additional postulates are required beyond three foundational axioms: finite Hilbert space dimension, a pure global state (the Singleton), and the Bennett-Landauer thermodynamic bound on information erasure.

The J-Field Equation
J(x) = max( Z_alpha , 1 - sum_i M_i / |x - x_i| )
Z_α = Zeno threshold · Mᵢ = informational load of node i · natural units: G = c = ℏ = kᴱ = 1

The gradient −∇J yields the acceleration of any data condensation node, recovering Newton's law of gravitation in the weak-field limit and the Schwarzschild metric in the strong-field limit — without postulating a force or importing physical constants. The Lorentz factor, the Born rule, area-law entropy, and the FLRW metric all emerge as derived consequences of the same algebraic structure.

ARM does not challenge existing physical models. It provides an alternative ontological basis from which they arise as limiting cases. The contribution is conceptual: demonstrating that the established physics of gravity and quantum mechanics can be derived from informational axioms alone.

P1 / P4 / P8
Quantum Mechanics from Axioms
Born rule, Zeno threshold, and complex Hilbert space structure all derive from the Bennett-Landauer erasure bound. No additional postulates are required.
P9 / P10
General Relativity as Limit
The Lorentzian metric, Schwarzschild solution, and FLRW cosmology emerge as the strong-field limit of J-field dynamics. No tensor field equations are imported.
P2
Dark Energy Derived
The cosmological constant emerges as the thermodynamic overhead of the event horizon — ρΛ = 3c⁴/(8πGRE²) — resolving the 10¹²⁰ vacuum catastrophe without fine-tuning.
P3
MOND from Entropic Noise
The MOND acceleration threshold a₀ ≈ 1.2×10⁻¹⁰ m/s² is derived as the entropic noise floor where the local Unruh temperature equals the Gibbons-Hawking temperature. No free parameter.
P5 / P6
EPR & Information Paradox
Entanglement correlations arise as backend memory aliasing in the Singleton graph. Bell violations emerge without superluminal signalling. Black hole information is conserved via Landauer barriers.
P11
N-Body Dynamics
Multi-body data condensation mergers reproducing the Peters formula inspiral, Leaver QNM ringdown, and O(N²) N-body cluster scaling — from the scalar J-field alone.
§ 2

ARM in Scientific Context

Recent developments in the scientific literature that independently motivate or intersect with ARM's theoretical predictions.

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§ 3

Computational Validations

Every claim in the ARM paper series is accompanied by an open-source computational validation. All scripts are pure Python and reproduce results from scratch with no proprietary dependencies.

§ 4

Full Paper Series

11 papers developing, extending, and computationally validating the ARM framework. All available as open preprints on Zenodo.

#Title
§ 5

About the Author

Serdar Yaman — author photo
Serdar Yaman
Independent Researcher
BSc Physics · Software Engineer
United Kingdom

Serdar Yaman is an independent physics researcher, software engineer, foundational thinker, and the author of the Algorithmic Reality Model (ARM). His research focuses on resolving the foundational paradoxes of quantum mechanics and general relativity by modelling the universe as a finite, resource-constrained computational system bounded by information thermodynamics.

Yaman’s approach is deeply rooted in his early background in computational physics. During his Physics education, he served as the computational physicist within an experimental research group designing non-destructive evaluation devices utilising YBCO superconductors and SQUID magnetometers, gaining firsthand exposure to the macroscopic quantum world. Computationally, long before the advent of modern commercial physics engines, Yaman engineered a complete 3D physics simulator entirely from scratch using C# and OpenGL. Operating on early 1 GHz processors without third-party libraries, his engine performed real-time scientific telemetry, tracking thousands of elements, complex material properties, and kinematic collisions.

His BSc graduation project leveraged this custom architecture to computationally simulate and present Einstein’s Brownian motion derived entirely from pure, discrete Newtonian kinematics. This early work instilled a profound, practical understanding of the processing and memory costs inherent in simulating emergent physical realities from the bottom up.

Leaving his master’s studies in their first year to enter the private sector, Yaman spent the next 24 years as a technology entrepreneur and full-stack software developer. He designed, built, and scaled complex data and informatics systems across e-commerce, game development, and healthcare — most recently architecting advanced health-data management platforms driven by agentic AI networks.

His return to theoretical physics bridges these two worlds. By applying the strict laws of algorithmic efficiency, memory aliasing, and the Bennett–Landauer thermodynamic bounds to quantum states, Yaman’s research treats the universe not as a continuous mathematical abstraction, but as a discrete rendering engine. His recent publications computationally demonstrate that many of the most persistent mysteries in physics — wavefunction collapse, the EPR paradox, emergent spacetime, mass & gravity, and the N-body problem — are not physical anomalies, but necessary algorithmic survival mechanisms executed by a universe rigorously managing its thermodynamic processing budget.