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.
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Quantum Simulation of Condensed Matter Systems
Quantum simulation of condensed matter systems: why classical methods struggle, which techniques are used and what they reveal about materials.
Quantum Phase Diagram Mapping With Simulators
How quantum simulators and experiments map phase diagrams of quantum materials: phase boundaries, critical points and topological phases.
Simulating Non-Equilibrium Quantum Systems
Simulating quantum systems out of equilibrium, such as after a sudden quench, is hard classically. Quantum algorithms and applications.
Simulating Topological Insulators With Cold Atoms
Topological insulators and how cold atoms and other quantum simulators reproduce their band structures, edge states and spin Hall effect.
Simulating Exotic States of Matter With Qubits
How quantum simulation is used to study exotic states of matter such as unconventional superconductors, topological order and anyons.
Quantum Transport in Nanostructures, Explained
How electrons move through nanowires, quantum dots and other nanostructures, and how confinement and tunneling shape device behavior.
Simulating the Hubbard Model on Quantum Hardware
The Hubbard model captures strongly interacting electrons on a lattice. How it is simulated with cold atoms, ions and quantum computers.
Optical Lattices as Quantum Simulators
Optical lattices hold ultracold atoms in grids of laser light and act as quantum simulators for many-body physics. Setup, experiments and uses.
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.
Entanglement Entropy in Quantum Simulations
How entanglement entropy is computed in simulations with tensor networks and Monte Carlo methods, and what it reveals about many-body systems.
Quantum Computational Fluid Dynamics
Quantum algorithms for computational fluid dynamics: how the Navier-Stokes equations might be solved on quantum computers and the obstacles.