Applications

Science

To transform this industry, what are the most impactful computational problems to solve?

Idea

I want to transform my industry

Code

How do I translate the algorithms into the optimal code to run on the earliest available fault tolerant quantum computer?

Math

What are the mathematical algorithms that can address each computational problem?

Quantum Computing solves otherwise impossible computational tasks with potential to transform industries

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    Sustainability

    Large scale decarbonization
    Direct air capture

  • medicine pills in packaging

    Healthcare

    Drug discovery
    Drug synthesis

  • stock price chart

    Finance

    Derivative pricing
    Portfolio optimization

  • lorries and logistics in a port

    Transportation

    New battery materials
    Green hydrogen

  • white house outside

    Security

    Cryptanalysis
    Codebreaking

Quantum computing, in the early years, will be best suited to tackle simulation and math problems

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Early generations

Simulation

e.g., statics, dynamics,  thermodynamics, condensed matter

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Math

e.g., prime factorization, ODEs and PDEs (linear, semi-linear and non-linear)

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Optimization

e.g., enhancement of existing algorithms, general optimization problems

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Quantum ML

e.g., specific, identified small data type problems to accelerate ML, broad big data type problems

Later generations

Simulation Use Cases


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Statics

Applications:

  • Drug binding affinity

  • Drug discovery - selectivity

  • Green H2 electrolyzer yields

  • FeMoCo ground state energies

  • CO2 binding energy for metal-organic frameworks

  • Chemical reaction calculation

 
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Dynamics

Applications:

  • Ambient rWGS for DAC

  • H2 electrocatalysis

  • H2 thermocatalysis

  • Ammonia synthesis

  • Pharma synthesis & manufacturing

  • Drug reaction mechanisms (selectivity)

  • Degradation of materials/membranes

 
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Thermodynamics

Applications:

  • Drug affinity ranking

  • Fragment-based drug discovery

  • Material structure prediction

  • Material stability

 
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Materials

Applications:

  • Batteries

  • Materials discovery (e.g., alloys, dielectrics)

Math Use Cases


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ODEs

Applications:

  • Plasma physics

  • Fluid dynamics

  • Optimal control theory

  • Geometric optics

  • Diffusive dynamical systems

  • High dimensional stochastic systems

  • Modelling of non-linear biological systems

 
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PDEs

Applications:

  • Drug diffusion

  • Biodiversity modelling

  • Very high dimensional systems where short-term estimates suffice

What does it mean to be quantum-ready?

  • It is widely understood that quantum computing has huge disruptive potential, but despite the excitement, not enough work has been done to clearly, quantitatively articulate the precise advantage that quantum computing will bring for specific usecases. It can also be challenging to estimate when and how these use-cases will become relevant.

  • At PsiQuantum we believe that we have a very fast path to useful systems, but we also recognize that these systems will be a rare and powerful resource – strong concentration of power, analogous to what happened in semiconductor manufacturing– and we are selfishly motivated to sharpen our quantitative understanding of potential impact across many industries, in order to ensure that the limited capacity of early systems is put to best use. Our customers and partners understand that having clarity on these issues can provide a strategic competitive advantage, and will inform decisions to secure – or defer –access to future machines. We work with partners to

    • Identify the highest impact use cases for an organization’s strategic priorities

    • Develop quantum algorithms to solve the computational bottlenecks

    • Estimate the resources required to run these algorithms on future fault-tolerant hardware

    • Map these resources our roadmap, in to understand the earliest point in time at which these applications will become relevant