physics-valid generative AI

The particle of
physical form.

Two products. One architecture. Physics-valid by construction.

A compact generative arch that respects symmetry, invariants, and structural laws — not bolted onto a general-purpose LLM after the fact. Live at physon.ai/molecular and physon.ai/3d.

PRODUCT · MEASURED

Physon.Molecular

Distribution-aware conformer generation for drug discovery.

Compact diffusion model produces 3D conformer ensembles for small molecules. Beats RDKit ETKDG on distribution shape (Bhattacharyya overlap up to 0.888) at a fraction of the sampling cost.

Use cases · high-throughput screening · docking prep · ensemble docking
Serves · comp chem teams · biotech R&D · academic labs
Try Physon.Molecular →

PRODUCT · CATEGORICAL

Physon.3D

Physics-valid 3D scene generation for world models and simulation.

Predicts 3D voxel scene evolution from a partial context. On our benchmark, a standard ConvLSTM3D baseline scored 0.0000 IoU — couldn't learn 3D temporal at all. Physon.3D scored 0.3244.

Use cases · world models · robotics sim · procedural VFX · physics-informed video
Serves · robotics teams · simulation labs · game / VFX studios
Try Physon.3D →

Built on physics-first principles

Modern generative AI treats physics as an inconvenient constraint. Physon treats it as the operating substrate. Every generated output respects the symmetries, invariants, and structural laws of the underlying scientific domain.

Symmetry-preserving

Outputs respect the invariant structures of the target physics — not enforced after training, but built into the architecture.

Compact

Small parameter counts. Runs on modest hardware. No trillion- parameter LLM required to respect physics.

Distribution-aware

Not just point predictions — ensembles that match the true statistical structure of physical states.

Cross-modal

One architectural family serves 3D scenes, molecular structures, and gauge field configurations.

Constraint-native

Antisymmetry, unit-norm manifolds, gauge invariance — architectural, not trained.

Rooted in tradition

Design principles draw from centuries of mathematical traditions — both modern and classical.

The specific architectural mappings are proprietary.