Quantum Wave Packet Dynamics and Spreading
A wave packet is a localized quantum state that spreads over time. Its evolution under the Schrödinger equation, tunneling, revivals and experiments.
A wave packet is a localized quantum state that spreads over time. Its evolution under the Schrödinger equation, tunneling, revivals and experiments.
Quantum transport simulations predict how electrons move through nanoscale devices. Methods, tunneling, interference and applications in device design.
Latent space models learn compact representations of data. How quantum versions would work, possible uses and comparison with classical models.
Quantum kernel methods map data into quantum feature spaces and use them in classifiers such as SVMs. How they work and where limits lie.
Quantum memory networks and associative memory models: how quantum states could store and recall patterns, and their current limits.
Quantum measurement theory: observables, measurement operators, collapse, decoherence and the measurement problem, with the Zeno and eraser effects.
The superposition principle says any linear combination of quantum states is also a valid state. History, examples, experiments and uses.
How quantum random number generator devices work, photonic and semiconductor designs, their entropy sources and uses in cryptography.
The resource theory of coherence treats superposition as a resource that can be measured. Coherence measures and their link to entanglement.
How the quantum Fourier transform is used in algorithms such as Shor’s and phase estimation, how it is built from gates and how it compares with the FFT.
Quantum interference lets amplitudes add or cancel. Why it drives every quantum speedup, with examples from experiments and algorithms.
Quantum finite automata are the simplest quantum computing models. How they compare with classical automata and which languages they recognize.