A 1998 paper showing that two materials have this property from Gil Lonzarich’s group endorsed finding this property “at the edge of magnetic order.” Those materials are in the same class as cerium copper silicide, which was shown to have this property by Steglich et al. in 1979. In 2018, Jarillo-Herrero’s group demonstrated this property near a Mott insulator state in a material with a specific superlattice that drastically reduced the Fermi velocity. It’s not antiferromagnetism, but Anderson proposed an explanation for this property in terms of resonating (*) valence bonds, in which superexchange through intermediate atoms provided coupling between spins. That account was devised for a system with d-wave symmetry arising from planes of copper and oxygen atoms. For 10 points, the BCS theory of Cooper pairs provides the “conventional” explanation for the behavior of what property? ■END■
ANSWER: superconducting [accept high temperature superconductors; accept heavy fermion superconductors or heavy electron superconductors; accept d-wave superconductors; accept unconventional superconductors; prompt on heavy fermions or heavy electrons; prompt on magic angle bilayer graphene by asking “what property does bilayer graphene display at the magic angle?”]
<DC, Physics>
= Average correct buzz position