A three-band classical spin liquid model demonstrates that braiding nodes between dispersive bands flips the Euler class and changes pinch-point stability while leaving the Gauss laws invariant.
Quantum spin ice: a search for gapless quantum spin liquids in pyrochlore magnets,
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Euler topology in classical spin liquids
A three-band classical spin liquid model demonstrates that braiding nodes between dispersive bands flips the Euler class and changes pinch-point stability while leaving the Gauss laws invariant.