nLab Laughlin wavefunction

Contents

Context

Quantum systems

quantum logic


quantum physics


quantum probability theoryobservables and states


quantum information


quantum computation

qbit

quantum algorithms:


quantum sensing


quantum communication

Contents

Idea

In quantum physics a Laughlin wavefunction is a certain Ansatz for an n-particle wavefunction which is meant to capture at least aspects of ground states with anyonic properties, such as for the levels in the quantum Hall effect.

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References

General

The original article:

Review:

See also:

Characterization as a braid representation:

A “hierarchy” of Laughlin-like states:

Laughlin wavefunctions as conformal blocks

Relating anyonic topologically ordered Laughlin wavefunctions to conformal blocks:

Review in the broader context of the CS-WZW correspondence:

Specifically for logarithmic CFT:

Specifically for su(2)-anyons:

Last revised on February 20, 2023 at 17:59:20. See the history of this page for a list of all contributions to it.