Protein folding & medicine
We study how proteins fold and bind by working from the underlying physics, with the ambition to understand disease at its molecular roots and develop new ways to prevent and cure it.
Recognition Physics Institute / Science from first principles
Abundant energy, a world free of disease and a new kind of intelligence.
We are applying a unified understanding of nature to some of humanity’s greatest challenges. Our ambition is to make matter designable, down to the atom.
Each circle is linked to all the others. Choose a pair to see how the connection holds.
Why these circles?
Every circle links every other. You can bend or stretch the loops without breaking those connections; separating them would require cutting one or passing it through another. These lasting relationships illustrate the loop record in Recognition Science’s account of why space has three dimensions.
The curves are exact Hopf fibres, with an artistic choice of arrangement, color and lighting.
Our scientific foundation
Nature’s laws connect everything we hope to build. Recognition Science is our unified mathematical account of those laws, beginning with how physical events are distinguished, compared and recorded.
Our team brings physicists, mathematicians and computational scientists together to put that understanding to work. We turn mathematical insight into experiments and engineering, pursuing technologies that could transform everyday life.
Explore Recognition ScienceApplied research
We study how proteins fold and bind by working from the underlying physics, with the ambition to understand disease at its molecular roots and develop new ways to prevent and cure it.
We are developing the physics and engineering needed for practical fusion power, working toward a source of clean energy abundant enough to transform everyday life.
Through Noa, we are pursuing intelligence that can reason beyond today’s language models, learn as it encounters new situations and use what it understands to solve unfamiliar problems.
We use Recognition Science to develop quantum algorithms and study how quantum states maintain the relationships that make computation possible, including in processors that work with light.
Selected research
Our research asks how a few fundamental principles can explain the world around us. Here, a theorem about comparison, an experiment with light and a discovery made with AI show how that work is progressing.
Mathematics · Published
If one length is twice another, the second is half the first. Our formula treats those two views equally. The paper proves that this formula is uniquely selected by its rules: a nonnegative measure, zero at a match, a law for combining comparisons and a fixed scale.
This measure gives our research a shared starting point for describing how quantities differ.
Experiment · Preprint
In eight sequential passes on Quandela’s photonic processor, our team measured correlations in selected photon detections. The study publishes the measurements, data and code, creating a reference others can inspect and build on.
The chart shows recorded scores and their sensitivity to readout imbalance. This work establishes a measurement reference; it does not certify entanglement.
Recorded Readout sensitivity
Bars show counting uncertainty.
AI discovery · Proof checked
Physics calculations often divide space into a grid. Cambrian, our AI research system, produced a machine-checked proof of a bound on a cube that holds however fine the grid becomes.
Researchers can add detail to this calculation without weakening the bound, which depends on the cube’s size rather than the number of grid points.
Recognition Science / 90 seconds
When a detector absorbs light or a clock advances, something changes. Recognition Science begins with these physical events and asks how their differences can be compared and carried forward.
A light detector changes when it absorbs a photon, leaving a difference between its earlier and later states. In Recognition Science, “recognition” means a physical process that makes such a difference available for comparison, without requiring a conscious observer.
If one length is twice another, reversing the comparison gives one half. The formula assigns both the same score, called the comparison cost. Move the slider to see how the score changes as the lengths move closer together or farther apart.
To compare a new event with an earlier one, some information about the earlier event must remain. Recognition Science studies the rules these records must follow and uses them to develop arithmetic, geometry and models of the physical world.
The same difference, either way
Ratio A / B2
Comparison cost0.25
Twice as much and half as much both have a cost of 0.25. At a perfect match, the cost is zero.
J(x) = ½(x + 1/x) − 1
The published proof explains why the rules for combining comparisons and setting their scale select this formula. Here we compare lengths; applying it elsewhere means identifying the quantities being compared and how they are measured.
See how these ideas develop into the wider theory.
Explore the full introductionThe scientific foundation
Recognition Science is our unified mathematical account of nature. It starts by asking how physical events can be distinguished, compared and recorded, then develops the consequences for mathematics and physics.
Explore the scienceMathematical discovery
Cambrian helps researchers discover new mathematics. Its AI agents develop results and proofs, which are checked by Lean, software designed to verify each logical step.
See the discoveriesNative Intelligence
Noa explores a new kind of intelligence built from the principles of Recognition Science. We call it Native Intelligence: a system designed to learn from experience and build a lasting understanding of the world.
Explore our research directionsResearch
These papers connect the foundations of Recognition Science with questions about gravity, matter and quantum behavior. Each summary links to the full publication details; the research library brings the wider body of work together.
Shows why the paper’s rules for combining comparisons and setting their scale select a unique formula. It treats twice as much and half as much as the same degree of difference.
Develops counting, arithmetic and richer number systems from the act of making a distinction and keeping a record. Each stage makes clear which logical rules it needs.
Explores the geometry that emerges when several quantities are compared at once. The resulting measure of difference depends on one underlying direction in the space of comparisons.
Derives Newton’s law of gravity, with a small correction, from a model built from discrete information. It compares the result with galaxy rotation without adjusting a separate parameter for each galaxy.
Uses the golden ratio to organize the timescales and vibrations of water’s hydrogen bonds. A measured timescale sets the scale, and a second measured relationship connects the model to the liquid.
Reports photon correlations measured in eight sequential passes on a commercial processor. The archived counts and code provide an inspectable measurement reference, with an analysis of readout imbalance and the limits of the experiment.
From the institute
New papers, experiments and verified mathematical results from across our research.
A theorem produced by Cambrian is used in a checked proof that bounds accumulated approximation error across an infinite series, under stated size and error conditions.
A study of 52 molecules and ions tests where a geometric description of atoms can predict molecular charge, and where it needs more structure.
Measurements from eight sequential passes on a cloud photonic processor are released with the counts, code and analysis needed to inspect the result.
Our people
Our team brings together mathematics, physics, chemistry and engineering to understand nature and turn that understanding into new possibilities.











Collaborate with us
We welcome researchers and potential partners who want to turn a deeper understanding of nature into practical advances.
jon@recognitionphysics.orgBring a question, a mathematical idea or an experiment that could advance the work.
Discuss a research ideaFind where our work in energy, medicine, intelligence or quantum computing could connect with yours.
Start a conversation