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Blending to QML for purposeful result
- Assuming you have a public dataset - classical as common - consisting of many features and target class, say different forms of attacks. What meaningful quantum approach (QML) could be done on such a dataset?
- Could quantum error handling be done on such a dataset? If yes, please, how?
Many thanks for your responses and contributions
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Posted by RMTboy •
Yes! you can apply QML to classical tabular datasets (features → target class). The usual workflow is: reduce dimensionality (PCA or feature selection), encode data into qubits (angle encoding is the simplest), and try either a Variational Quantum Classifier (VQC) or a Quantum Kernel model (QSVM). These models behave like standard classifiers but use a quantum circuit as their internal representation.
What QML cannot do is “quantum-error-correct the dataset”: quantum error correction deals with hardware noise, not classical data. If you run your model on a real quantum device, you may use Quantum Error Mitigation (QEM) to correct measurement noise, but this is separate from the dataset itself.
If you want to explore QML hands-on, Aqora provides several competitions with ready-to-use QML notebooks on classical datasets—great templates for adapting to your own data:
Quantum Federated Learning for Fraud Detection
QNNs for Stock Trend Prediction
Bigram-Based Language Identification
Data-Driven QEM Challenge
All competitions are available here: https://aqora.io/competitions.
You can simply swap in your dataset and benchmark QML models immediately.