About CAELIX

What Is CAELIX ?

CAELIX is a research and simulation framework for discrete lattice field experiments. It asks whether continuum-like behaviour can be built from local, finite, balanced-ternary substrate rules rather than assumed as the first language of the model.

The public site is the readable surface of that work. Beneath it sits a growing stack of JavaScript prototypes, white papers, working notes and native runtime development. The project now covers browser experiments, integer field transport, substrate settling, propagation engines, motif interaction, microstate seeding, voxel gearing and black-hole analogue tests.

How Does It Work ?

The lattice substrate uses a balanced ternary local state alphabet: {-1, 0, +1}. That alphabet gives the model a signed neutral state without importing a separate sign convention.

The current architecture separates two jobs. The Substrate Engine handles exact local legality, settling, collapse, motif extraction and contact truth. The Propagation Engine handles field transport, burden propagation, annihilation release and the question of when exact local computation must be paid for again.

Earlier CAELIX experiments used floating-point carrier fields where they were useful for visibility and calibration. The newer direction is stricter: bounded integer balanced-ternary registers, explicit energy ledgers, deterministic seeding, fixed-scale rendering and native validation where the browser is too small for the experiment being asked of it.

Experiment Families

CAELIX includes microstate seeding, substrate settling, propagation fields, interference, confinement, lensing, light-clock behaviour, time reversal, oscillator and breather stability, field-mediated N-body motion, fan-out geometry, voxel gearing and black-hole analogue work.

These are not just visual effects. Some runs establish clean baselines. Others test whether the architecture holds when burden, geometry, closure, boundary behaviour and propagation interact. The useful question is always the same: what survives when the scaffold is simplified, the knobs are moved and the diagnostics are allowed to disagree?

White Papers & Research Material

The CAELIX document stack now includes white papers on existence, balanced ternary, constants, emergent fields, Standard Model stencil geometry, computational substrate audits, bounded integer field transport and voxel gearing.

Working notes cover scale boundaries, hierarchy, non-locality, motif interaction, particle mapping, universe seeding, dimensional geometry, machine-learning structure and black-hole geometry. These documents are the audit layer for the project: they separate demonstrated behaviour, working doctrine, speculative structure and open problems.

Open Research

CAELIX is published as open research and open code.

The aim is not to present a finished cosmology wrapped in velvet. It is to expose a working testbed that can be inspected, rerun, criticised and extended. If a result survives that treatment, it earns its place. If it does not, the failure is part of the work.