Quantum Neural Networks (QNNs): How They Are Built
How quantum neural networks are built from parameterized quantum circuits, how they are trained and where they might be useful.
How quantum neural networks are built from parameterized quantum circuits, how they are trained and where they might be useful.
Tensor networks represent many-body quantum states efficiently. Their history, mathematics, graphical notation and uses in physics and chemistry.
How machine learning helps quantum simulation, from finding good circuit parameters to modeling quantum states, and the open challenges.
Quantum causal models extend causal graphs to quantum systems and help explain correlations. The framework and what it clarifies.
What deep learning on quantum hardware looks like today: quantum neural networks, hybrid models, training algorithms and depth limits.
Concept learning asks how a learner identifies a rule from examples. How quantum learning theory treats hypothesis classes and sample complexity.
Decision forests combine many decision trees. How quantum versions have been proposed, how they compare with random forests and possible uses.
How cross-validation and model selection work for quantum machine learning models, and the challenges caused by quantum noise.
Quantum probabilistic models describe uncertainty with quantum states. Their structure, algorithms and uses in data analysis and machine learning.
Quantum generative models such as quantum circuit Born machines learn to sample from probability distributions. How they work and their uses.
Incremental learning updates a model as new data arrives. How quantum machine learning models might do this and the current challenges.
Semi-supervised learning uses a few labeled and many unlabeled examples. How quantum algorithms might be applied to it and the open issues.