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DIRAC-3SOLUTIONS

DIRAC-3

Dirac-3S is a specialized quantum optimization machine based on Entropy Quantum Computing (EQC) technology. It is designed to address complex, highly interconnected optimization problems by mapping mathematical objective functions into the evolution of a physical photonic system.

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dirac3s hero
Solve
1st
2nd
3rd
4th
5th
order problems, with up to
9,980
variables

With the new Dirac-3S, even larger optimization problems are within reach. With up to 5th order problems, and up to 9,980 variables, this is our most powerful entropy quantum computer yet.

Dirac-3s-Variables

Room temperature and server rack ready

Dirac-3s - Specs
SPECIFICATION
BASE CONFIGURATION
BASE + 1 EXPANSION MODULE
Order of Correlation
2nd Order to 5th Order
2nd Order to 5th Order
Max number of variables 2nd Order
949
9980
Max number of variables 3rd Order
135
580
Max number of variables 4th Order
39
145
Max number of variables 5th Order
19
55

Raising the bar

In our benchmarking study, Dirac-3S achieved the strongest overall performance across the DIMACS benchmark suite.

Dirac-3s - Chart

Our next generation of Dirac-3

Speed

Dirac-3S is engineered to efficiently solve increasingly complex optimization problems, with practical computation times demonstrated on problems involving up to 9,980 variables while consistently finding the optimal solution. This enables customers to tackle larger problems and explore more possibilities in less time.

Scale

Dirac-3S features a modular architecture designed to scale with customer requirements. The compact 5U base system can be extended with Expansion Modules to support larger and more complex optimization problems, with QCi demonstrating configurations supporting up to 9,980 variables with one Expansion Module. The architecture is designed to accommodate additional Expansion Modules, enabling customers to expand their system as their optimization needs grow. QCi has also advanced the Dirac-3S hardware architecture, manufacturing processes and supply chain to support increased production volumes, consistent product quality and broader commercial deployment. These improvements include enhanced error correction, component control and operational reliability.

Solutions

Dirac-3S is designed to address a broad range of real-world optimization problems on a single platform, through multiple optimization approaches including continuous, integer and higher-order optimization. QCi’s latest error-correction techniques are designed to improve solution quality across applications in financial services, logistics and supply chains, manufacturing, energy, telecommunications, scientific research, and aerospace and defense.

The platform can be deployed on-premises or in the cloud and integrated into AI/ML pipelines, enabling organizations to incorporate quantum optimization into existing computational workflows.

Solving bigger problems

Supply chain & logistics

Supply chain & logistics

Dirac-3S can help businesses anticipate and prepare for uncertainty in supply chains. Instead of relying on a single forecast, companies can estimate how variables such as demand fluctuations, shipping delays, or supplier failures might impact delivery schedules and costs. This allows managers to identify vulnerabilities, test different contingency strategies, and make more resilient plans to keep goods moving efficiently even under unpredictable conditions.

Financial planning

Financial planning

In financial planning, Dirac-3S could be used to build more personalized, risk-aware investment strategies that adapt to an individual's goals and tolerance for risk. By optimizing continuous portfolio weights directly, it can more precisely balance expected return, volatility, and diversification across a range of asset classes.

Physics simulations

Physics simulations

In science and physics, Dirac-3S can be used for studying systems that are too complex for analytical solutions. For example, physicists use them to model particle interactions, quantum systems, or the behavior of materials under extreme conditions.

Fraud detection

Fraud detection

A classification model generated by Dirac-3S can be a powerful tool in fraud detection by learning to distinguish between legitimate and fraudulent transactions. By analyzing features such as transaction amount, location, time, and user behavior patterns, the model can classify each transaction as either normal or potentially fraudulent very quickly. This allows financial institutions to automatically flag high-risk activity for investigation, reducing both fraud losses and the burden on human analysts.

Medicine

Medicine

In medicine, Dirac-3S enable researchers and practitioners to model complex biological processes and treatment outcomes. For instance, they are used in radiation therapy planning to estimate how radiation doses will interact with a patient’s tissues, balancing effectiveness against safety.

Your use case here

Your use case here

Not every challenge fits neatly into a predefined category, and that’s exactly where we thrive. If your organization faces a unique or complex problem not listed above, it doesn’t mean our quantum machine learning technique can’t help. We specialize in working closely with clients to understand the nuances of their data and objectives, then co-develop custom classification solutions tailored to their needs. Bring us your hardest problems. We’re ready to help solve them, together.

Being different makes all the difference

We are making steps with an unconventional approach to computing with nanophotonics and quantum optics. And we have the papers to prove it.

Entropy Computing: A Paradigm for Optimization in an Open Quantum System

Read the paper

Motzkin-Straus Optimization on an Entropy-Computing Platform

Read the paper

Standard Quadratic Formulations of Many NP Problems:A Simplex-Based Compilation...

Read the paper

The computationally hard made easy

Dirac-3 is purpose-built to solve computationally hard optimization problems and provide a polynomial advantage for approximate solutions. To learn how to use Dirac-3, visit our Introduction to Dirac-3 learning module.

Discrete solver

Non-convex Optimization

Two body interactions

Combinatorial optimization

All to all connectivity

Low power consumption

Quantum machines for a brighter future

Dirac-3 Image 1
Diract-3 Image 2

Let's get a little technical

A brief description

Dive a little deeper into how Dirac systems work. For a detailed explanation, see the Dirac-3S user guide

In quantum information processing, loss and noise are usually detrimental and must be minimized. This is why quantum systems using atomic and alike qubits must be hosted in cryogenic vacuum chambers, and why photon loss is the roadblock to quantum communications and computing. This requirement translates to exceeding challenges in quantum system manufacture and operations, and has been the bottleneck preventing the scaling up of the qubit number and connectivity. 

With entropy quantum computing, we flip the coin around. Instead of trying to avoid loss and noise, we harness them to build quantum machines whose capacity and speed outmatch existing computing modalities. 

This fundamentally new quantum computing approach is called Entropy Quantum Computing (EQC). It roots deeply in the intriguing principles of quantum mechanics. First, loss or decoherence of a quantum state occurs through its coupling to an entropy source with many degrees of freedom. The apparent diminishing of quantum characteristics as a result is just a statistically averaged manifestation of many possible outcomes of such coupling. Second, vacuum is never quiet, although it does not appear to contain any energy or particle. There are, in fact, enormous amounts of random fluctuations occurring at all times in each of the vacuum mode.

EQC is conceived and developed with those intriguing quantum principles. Rather than trying to create and manipulate pristine qubits isolated from the environment, EQC utilizes loss and decoherence, and turns entropy into super-power fuels of its computing engine. In sharp contrast to any existing quantum platforms, there is no need for cryogenic or isolated housing, and the implementation can use integrated photonics, leading to SWAP-C friendly devices, just like regular PC’s.

How it works

Our quantum analog computers take an ising hamiltonian as an input and find the lowest energy state, solving highly interconnected variable optimization problems, very quickly.

These problems correspond to minimizing or maximizing the expected return of the objective function:

dirac-equation

under the constraint of a fixed resource R=∑i=1NViR=\sum_{i=1}^NV_iR=∑i=1N​Vi​ where ViViVi is the value of each variable, CiCiCi is the linear coefficient of each variable, which is a real number that can be positive, negative, or zero, JijJijJij is the coupling coefficient of two variables, which can be any real number.

how it works

Frequently asked questions

All that is required is a computer that can access the network location of the Dirac-3 device over a network or wired connection.

Since our Dirac systems run at room temperature (being mindful of areas with with larger fluctuations such as near heating or AC vents) and use industry standard I/O, they can be integrated into your data center without having to make any changes to your existing IT infrastructure footprint or facility. More details on the integration can be found in our user guide here.

A quick summary of entropy quantum computing can be found here and a list of our publications on the subject can be found here.

We offer a comprehensive, flexible suite of quantum professional services including problem identification, formulation, execution, monitoring, results analysis, and training. These services are provided by highly experienced quantum scientists, with extensive backgrounds in mathematics, quantum physics,  AI/ML, or optimization.

You can purchase time allocation in blocks. As a user submits problems to the queue, the run time of a problem is deducted from the user’s available time allocation balance. The run time deducted for a particular problem represents only the time when the problem is running on a Dirac machine – you are not “charged” for time spent in the queue. Blocks of time allocation can be used for up to 12 months and can be used on any of Dirac-1, Dirac-2, or Dirac-3 that are available on QCi’s cloud. Once your available time allocation is consumed, the user will be unable to submit problems to the queue until the allocation balance is increased.

If you run a problem that consumes more Time Allocation than you have in your balance, the submitted problem will still be queued and processed. Your Time Allocation will then reflect a negative balance for any overage consumed. You must purchase sufficient additional Time Allocation to obtain a positive balance before new problems can be submitted to the queue. For example, if you have a negative balance of 4 minutes and purchase a 60 minutes of Time Allocation, your net balance will then reflect 56 minutes of Time Allocation and then you will be permitted to submit problems.

The time it takes to run a problem can vary greatly, depending on the problem you run. In general, the time required scales linearly to the size of the problem, but the selected schedule can have an effect as well. Small test problems may only take a few seconds. Larger problems could take several minutes. This does not include the time in queue, which you will not be charged for. More info can be found here.

QCi offers Dedicated Access to our Dirac-1, Dirac-2 and Dirac-3 machines, so that users may access these machines without any interruption from other problems in the queue. Dedicated Access is provided on an hourly reservation basis.

Additionally, during those Dedicated Access sessions, a QCi Application Scientist is available to provide the user with over-the-shoulder technical support and application coaching.