Free tech learning for everyone, from basics to pro

Quantum ComputingEmerging Technologies and SecurityBeginner

Where quantum computing may help, and where it will not

In short: Quantum computers are expected to help with a narrow set of problems, especially simulating molecules and materials and, on large fault-tolerant machines, breaking today’s public-key cryptography. Benefits for optimisation and machine learning are still being researched. They will work alongside classical computers rather than replace them.

A specialised tool, not a faster PC

A quantum computer is not a faster version of your laptop. It uses qubits, superposition and interference (see quantum computing basics) to solve certain kinds of problems with fewer steps than any known classical method. For most everyday tasks, such as email, databases, web servers and video, classical computers will remain better and cheaper. Quantum machines are expected to be accelerators that you call for specific jobs, often through a cloud service, alongside classical systems.

Researchers use the term quantum advantage for a useful task that a quantum computer performs better than the best classical approach. Several claims have been made on specially chosen test problems, and some were later matched by improved classical methods. Treat headlines carefully and ask: is the problem useful, and was the comparison against the best classical method?

Possible quantum application areasChemistrymolecules, catalystsMaterialsbatteries, magnetsOptimisationrouting, schedulingCryptanalysisbreaking RSA, ECCMachine learningstill uncertainSensingclocks, navigation
Figure 1. The areas where quantum technology may help, ranging from strongly expected to still uncertain.

How confident are we in each area?

AreaWhy quantum may helpConfidence
Chemistry and materials simulationMolecules follow quantum physics, so a quantum computer can model them naturallyWidely seen as the strongest long-term case
Breaking RSA and elliptic curve cryptographyShor’s algorithm factors large numbers and solves discrete logarithms efficientlyMathematically proven, but needs large fault-tolerant machines
Searching and brute forceGrover’s algorithm gives a square-root speed-upProven, but the gain is modest; longer symmetric keys counter it
Optimisation (logistics, finance)Some algorithms may find good solutions fasterUncertain; strong classical heuristics already exist
Machine learningPossible speed-ups for some linear algebra tasksUncertain; data loading is a major bottleneck
Quantum sensingQuantum effects give very precise measurementAlready in use for some clocks and sensors; separate from computing

Why error correction is the key

From today’s machines to useful onesNoisy qubitssmall,error-proneErrormitigationcleverworkaroundsErrorcorrectionlogical qubitsFaulttolerancelongalgorithmsBroad useif it scales
Figure 2. Most valuable quantum algorithms need fault-tolerant machines, which depend on scaling error correction.

Today’s qubits are fragile. Noise causes errors after a short time, so only short programs run reliably. Error correction combines many physical qubits into one more reliable logical qubit. Running Shor’s algorithm against real key sizes, or a large chemistry simulation, needs many logical qubits and a long run time. Progress in error correction is therefore the best signal to watch, more than raw qubit counts. Nobody can give a reliable date for when large fault-tolerant machines will exist, which is exactly why security teams prepare now.

What this means for security and IT staff

  • Cryptography is the urgent part. Even with uncertain timelines, data stolen today could be decrypted later (see harvest now, decrypt later). Plan a move to post-quantum cryptography.
  • Symmetric crypto mostly survives. AES-256 and SHA-256 or stronger remain sensible choices.
  • Be sceptical of vendor claims. "Quantum-powered" products for everyday IT problems deserve close questions.
  • Learning paths. Several cloud providers let you run small experiments on simulators and real hardware, which is a good way to understand the limits first-hand.

Tip: in exams, separate what is proven (Shor and Grover in theory) from what is engineering (building machines big enough) and from what is speculative (broad business optimisation).

Practice

Why is molecular simulation seen as a strong quantum use case?
Molecules obey quantum physics, so a quantum computer can represent them naturally, whereas classical computers struggle as systems grow.
Does Grover’s algorithm break AES-256?
No. It only gives a square-root speed-up on brute force, so AES-256 still has a very large effective security margin.
Why is error correction more important to watch than qubit counts?
Useful algorithms need many reliable logical qubits; many noisy physical qubits without error correction cannot run long programs.

Key takeaways

  • Quantum computers will be specialised accelerators, not general replacements.
  • Chemistry and materials simulation is the strongest long-term use case.
  • Shor’s algorithm threatens RSA and ECC once large fault-tolerant machines exist.
  • Optimisation and machine learning benefits remain uncertain.
  • Prepare cryptography now; judge progress by error correction, not hype.
Tracks your learning on this device only. See your progress on the learning paths.

About the author

Mohamed Fayas

Founder of FM TecHub. CCNA certified, with a BTEC HND in Network Engineering, and BEng (Hons) in Computer Networking and Cloud Security. He writes practical, plain-English guides on networking, security and cloud.

More about the author

Original content written by Mohamed Fayas for FM TecHub. © 2026 FM TecHub. You're welcome to share a link to this page; please don't copy the text elsewhere without permission.

Stay up to date by email

New notes, tools and security news from FM TecHub, explained simply. Free.

We only use your email to send these updates. See our privacy policy.