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The BCS theory of superconductivity is based on determinant or Pfaffian wave functions, which also describe Fermi liquids. Here, the authors develop a new theory of superconductivity in two dimensions, based on product wave functions. The new superconductivity is shown to be induced by purely repulsive interactions for flat dispersion {ε}{~}k⁴, and can potentially have high transition temperatures. The resulting chiral superconductors display topological order, fractional statistics, and chiral edge states.
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Kim et al. (2025) studied this question.
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