Quantum Value Map

See where quantum moves your number.

Optimisation, simulation, prediction. Three problems you already pay to solve. Watch each one run against today's approach, measured first. No quantum computer required to start.

Measured, not marketed Classical baseline shown first Runs on today's hardware

Which of these is your problem?

Optimize

Too many ways to do it. Most of them cost too much.

"We have too many good options and not enough hours to check them all, so we go with the one that looks fine."

"Every time the inputs change, the whole plan has to be redone by hand, and by then it is already stale."

8 stops

Drag to add stops. Watch what it does to checking every option.

Check every option
2,520
possible routes
a person could check these by hand
Search smartly
49
routes actually tried, not the whole space
a heuristic search, the kind a QUBO solver scales up
Small enough to check directly. A classical solver is already enough here.

The board line. Every plan you settle for instead of solving is margin left on the table. Same constraints, a better answer: fewer trucks, tighter allocation, lower cost on work you already pay for.

A good heuristic gets close without checking everything. Quantum-inspired solvers map the problem to a QUBO and search it on classical hardware. The bounded test measures whether that beats your current method on your real constraints.

Simulate

You have to decide now, and you cannot see what is coming.

"Nobody can tell me what happens if three of these go wrong at once, so we just hope they do not."

"We test one scenario at a time because running all of them would take until next quarter."

More moving parts. Watch what exact modelling costs.

Model it exactly
1,024
combined states to hold
fits on a laptop
Sample it smartly
±4%
90% of sampled outcomes, tails included
Monte Carlo sampling, no full enumeration
Few enough factors that exact modelling is cheap. No need for anything fancier.

The board line. The scenario you did not have time to run is the one that lands on the balance sheet. Sample them all, deeper, before you commit the capital.

Sampling is an estimate and carries error bars. We show the error, and where an exact method is still cheaper.

Predict

The one that matters is hidden in everything that does not.

"We catch the problem after it has cost us, never before."

"The model flags everything or nothing, and my team has stopped trusting it."

More interacting signals. Watch what a straight line can and cannot catch.

A straight line
16/16
flagged anomalies caught
no false alarms
A richer view
16/16
flagged anomalies caught
no false alarms
With few signals a straight line separates them cleanly. The simple model wins.

The board line. What you catch late, you pay for. Catch the bad signal one step earlier, with fewer false alarms stopping good business.

On simple data a straight line is often enough. The richer model earns its place only when the structure is genuinely tangled. We test which.

You do not need a quantum computer to start.

Some of the hardest business problems share a shape: too many combinations to check, too many interacting risks to model, a signal buried in noise. Quantum computers are expected to help most with one of these, simulating physical and chemical systems, where the eventual advantage could be large. For optimisation and prediction the expected advantage is more modest, and still being established. The useful part today is that methods studied alongside quantum physics, tensor networks among them, already run on ordinary hardware, and proven classical solvers run beside them on the same problem shapes. Working with them now pays off on present problems and builds the team, the data, and the workflow you will want ready if fault-tolerant machines arrive.

These solvers run on today's classical computers. The baselines are real, and sometimes the classical baseline wins. None of this needs a quantum computer, and no quantum computer today beats these methods on real business problems.

From a hunch to a decision, in four steps

1

Make it testable

Pick one decision where a better answer changes a real number. Name the metric and the owner.

2

Prove it against today

Run the quantum-inspired method on your real data, beside your current method. See the gap, both ways.

3

Turn output into action

Wire the result into a decision someone already makes. A model nobody acts on is shelfware.

4

Read the verdict

Scale it, test it further, or stop. Resources follow results, not assumptions.

Where this earns the next dollar

Every test ends in a capital decision you already make. On the example data here, your data may verdict differently.

Scale

It moves the number today. Fund it. We put it into production and keep it running against the live workload, not a one-off you maintain alone.

Explore

It is close. One variable away from worth it. Run the bounded test before you commit budget.

Stop

Classical wins here. Keep your money. A stop is a result you got paid for, measured so you do not learn it the hard way.

The sentence you take to your board: we ran one decision against our own data, capped the spend, and got back a yes, a maybe, or a no, with the working code to prove it. A consultant is paid to find you a quantum project. We are paid to tell you when there is not one.

When we say where the value is, we have read the field. This is the evidence base behind the map.

0 private funding mapped
0 research papers analysed
0 quantum startups tracked
0 investors mapped

Source: DeployQuantum quantum readiness research library, figures as of May 2026.

Run a bounded test on your number.

The readiness compounds. The team, the data, and the proven workflow take longer to build than the hardware takes to arrive, so the cheapest time to start is now. We encode your problem, run it against your classical baseline, and hand you a decision: scale, explore, or stop. Working code and a board-ready report, in a defined scope.