Use cases

If it's an optimization problem, it can run on the market.

Anywhere a hard problem can be written as an objective or a constraint set, Samādhān can encode it — and return both the solution and a return.

Quant finance

Allocation, calibration, and risk — as computation

Problem

Mean-variance allocation, model calibration, cointegration tests.

Encode

Encode the optimization / linear system across mean-reverting pairs.

Outcome

The allocation is the equilibrium; the rebalancing flow is the return.

Scientific computing

Molecular & materials optimization

Problem

Minimum-energy configurations (Lennard-Jones clusters), structure search.

Encode

Encode the energy landscape as a continuous-optimization force field.

Outcome

Converged low-energy configuration — at a fraction of the usual compute cost.

Computational biology

Metabolic flux optimization

Problem

Optimize pathway fluxes (e.g. E. coli glycolysis) under constraints.

Encode

Constraints become spreads; objective becomes the relaxation force.

Outcome

Optimal flux distribution recovered on the substrate.

Machine learning

Steering & structured search

Problem

LLM activation steering, hyperparameter and combinatorial search.

Encode

Encode the objective into the MCM gas engine.

Outcome

A steered model / optimal configuration, plus PnL from the run.

Operations & logistics

Routing and scheduling

Problem

Shortest path, assignment, and satisfiability (SAT) problems.

Encode

Path-cost / clause constraints push flow onto the optimal solution.

Outcome

The route or schedule reads out directly from the fills.

Bring your problem.

We'll scope whether it fits the substrate and what a run would look like.

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