One unified simulator. Multiple scales. Multiple physics. Spectral throughout.
One unified simulator. Multiple scales. Multiple physics. Spectral throughout.
We are looking for design partners in academia, startups and industry.
Founder: Jorge Campos, Ph.D.
Bayris is founder-led, and design
partners decide what gets built next.
Stiffness, mobility, thermal conductivity: each was measured on a particular sample, fitted to particular data, or taken from a material handbook. This stops being fine when you're working with a novel material or in an untested regime. And diagnosing the problem is difficult when the trail from the number in your model back to the conditions it was obtained under is usually a citation rather than a derivation.
| All scales | Orbital / molecular | Nanoscale | Continuum |
|---|---|---|---|
| Photon; electric and magnetic field; vector and scalar potential; temperature; phonon; torsion | Spin-up and spin-down density; current density; exchange-correlation (on-top pair density); orbital character (s, p, d); nuclear spin | Electron populations; plasmon; polariton; magnon; spin current; Berry curvature; strain; stress | Elastic and plastic deformation; fluid velocity; strain rate; vorticity; interface; strain; stress |
Who generated it, when, and the exact input configuration it came from, plus whether the value is pure simulation, user-edited, or manually entered (e.g., to reflect an experimental measurement). You can always answer where a number came from, and whether a human changed it.
One element's spectrum. Each meridian is a phase, each parallel a frequency, with the equator the DC component. Colour and size track magnitude; here most frequencies sit near the DC phase and a few share it exactly.
Every point advances from its own state and its neighbors. Correlated electronic structure is the most demanding case for that, so it is the one we measured to prove the correctness of our local-coupling computations, which replace the need for non-local quantum mechanics that run on a system-level eigensolver.
Our mean field analysis lands on the Hartree–Fock limit: deviating by 0.8 meV, which is within the ±2.4 meV margin of error. Our spectral correlation step then adds
back 1.0193 eV of the 1.1118 eV that no mean field method can reach.
We currently recover 91.7% of the correlation energy, all of it through neighbor coupling operations rather than from a solve over the whole system. This number will improve as we refine our mesh geometry.
| Molecule | Eigensolver HF (eV)published | Computed mean field (eV)ours | Spectrally recovered (eV)ours | Total bond (eV)ours | Expected bond (eV)published |
|---|---|---|---|---|---|
| H₂ | 3.6367 | 3.6359 | +1.0193 | 4.6552 | 4.7477 |
Columns marked ours are Bayris runs, 15 September 2026. The Hartree–Fock limit and the expected bond are published values. Our mean field sits 0.8 meV from that limit, which is itself quoted to ±2.4 meV, so the two agree to the precision available. Spectrally recovered quantities add to our mean field to reach our total. No timings recorded. H₂ is one diatomic, two electrons, at the orbital scale. Shortfall against the expected bond: 0.093 eV, the remaining 8.3% of the correlation energy.
With all four scales implemented, engineering effort is now on Accuracy as ongoing R&D work. Fitness for real work is the other half: the inputs, outputs and workflow a practicing group actually needs, taken from partner requirements. The private alpha opens when both are good enough to be useful on a partner's own problem.
| Weeks (typical) | Phase | What happens | Gate to the next phase |
|---|---|---|---|
| 1–4 | Scope | Your problem and objectives written down; success criteria agreed; reference data assembled; you specify the UI, inputs and outputs you need | Both sides sign the criteria |
| 5–10 | Build & baseline | We implement your interface requirements; geometry meshed, scales chosen per region; we drive a first run against your reference until we clear it | Baseline reproduces something you already know |
| 11–22 | Run | The real study, with the spectral observation view live. Your counterpart drives it, on your hardware or cloud GPUs | Results stable under mesh and parameter change |
| 23–26 | Report | Written report: our numbers against your reference, wall-clock and hardware named, methodology reproducible, and where we fell short | Yours to keep and to publish with us |
Before we run anything new, we reproduce something you already know the answer to. Your reference design lets us ensure the tool we hand off to you can simulate what you need.
| Academia | Startups | Industry | |
|---|---|---|---|
| Licence | Free for the partnership | Free for the partnership | Free for the partnership |
| Programme fee | None | $5k | $5k |
| Compute | Your own GPUs, or pay cloud compute at cost | Your own GPUs, or pay cloud compute at cost | Your own GPUs, or pay cloud compute at cost |
| Consulting | None | Fees apply | Fees apply |
| Results | Co-published | Co-published | Co-published |
| Design IP | Yours | Yours | Yours |
Startups and industry partners may pay a lock-in fee from $2M for one year of exclusive access within a single named market segment. The year begins at the close of the design-partner exchange, not at signature, so the exclusive year starts against a working tool. The exchange itself runs six months.
The fee buys the market right for one year, and is separate from usage: compute stays on your own GPUs under subscription, or on cloud GPUs at cost, exactly as it would without exclusivity. Where more than one partner wants the same segment, the fee is set by what they bid.
It is not refundable in cash, but it is credited in full toward on-prem licences, which are priced per instance per year, where an instance is one GPU card or one CPU chip, and can be drawn down over several years. It does not credit against cloud-compute usage.
Academic licences are not exclusive, and are not blocked by market-segment exclusive licenses.
Academia pays nothing but compute. The commercial tracks pay for our time, not for the software.
10 / 13| Academia | Startups | Industry | |
|---|---|---|---|
| Licence | Free for the partnership | Free for the partnership | Free for the partnership |
| Programme fee | None | $5k | $5k |
| Compute | Your own GPUs, or pay cloud-compute at cost | Your own GPUs, or pay cloud-compute at cost | Your own GPUs, or pay cloud-compute at cost |
| Consulting | None | Fees apply | Fees apply |
| Results | Co-published | Co-published | Co-published |
| Design IP | Yours | Yours | Yours |
| Market segment |
|---|
| Pharmaceuticals & biotech |
| Chemicals & catalysis |
| Advanced materials, energy & industrial |
| Market segment |
|---|
| Semiconductors & microelectronics |
| Quantum computing & sensing |
| Cold fusion energy |
Academia pays nothing but compute. The commercial tracks pay for our time, not for the software.
11 / 13Linear scaling is not the differentiator; that field is mature. The differences that matter are structural, and they are in the last two columns.
| Method | Linear scaling | All-electron | One representation across scales | Spatially resolved spectra |
|---|---|---|---|---|
| Plane-wave DFT | No | No | No | Reconstructed |
| Linear-scaling DFT ONETEP, CONQUEST, BigDFT |
Yes gapped systems |
No | No | Reconstructed extra cost |
| LAPW all-electron WIEN2k, Elk |
No | Yes | No static muffin-tin |
Reconstructed |
| FEM / CFD | n/a | n/a | No | No separate modal analysis |
| Bayris | By construction | Yes | Yes | Native |
We are training a graph transformer to predict molecular properties, protein function, binding sites and drug–target binding affinity. The transformer model and its training and inference tools are built on AptML, the same framework as the simulator.
Training is under way now. We make no accuracy claim before it finishes. Held-out benchmark numbers and the evaluation set are published when the run completes, on the same terms as the physics numbers on slide 7.