Hyperdeterminant: A flexible wave function ansatz for strongly correlated... | Di Xiao (Washington) @KITP_UCSB
Hyperdeterminant: A flexible wave function ansatz for strongly correlated... | Di Xiao (Washington)  @KITP_UCSB
Uploaded September 2026 | Updated September 2026, 1 week ago
Full title: Hyperdeterminant: A flexible wave function ansatz for strongly correlated systems

Recorded as part of the KITP Conference "Bridging Platforms: Exploration and Control of Fractionalized States" from August 31 - September 3, 2026.

Fractionalization is now being explored in a wide variety of platformsโ€”from layered materials to programmable quantum devices. This conference explores how fractionalized states emerge from microscopic physics, what techniques can reliably detect and manipulate them, and how insights from different experimental platforms can inform one another. Topics will include fractionalization arising from geometric frustration in magnetic and other systems, detection and control of anyons across diverse platforms including fractional quantum Hall states, fractional Chern insulators and quantum simulators, and novel phenomena in systems beyond conventional gapped phases, such as fractons and gapless fractionalized states.

Coordinators: Immanuel Bloch, Titus Neupert, Pedram Roushan, and Ady Stern

More information: https://www.kitp.ucsb.edu/activities/frac-c26

Recordings and slide decks: https://online.kitp.ucsb.edu/online/frac-c26


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Hyperdeterminant: A flexible wave function ansatz for strongly correlated... | Di Xiao (Washington)

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