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- W2040245215 abstract "The pair susceptibility and superconducting gap equation are obtained when a branch-cut spectrum, with either spin-charge separation or an anomalous Fermi surface exponent $ensuremath{alpha}>0$ is introduced for the normal state. For $mathbf{k}$-nondiagonal pairing interactions, spin-charge separation leads to an enhancement of ${T}_{c}$ and ${ensuremath{Delta}}_{mathbf{k}}(0)$ compared to a Fermi liquid. For $ensuremath{alpha}>0$, a critical coupling is required for a solution. For spin-charge separation or $0<ensuremath{alpha}<frac{1}{2}$, an arbitrarily small $mathbf{k}$-diagonal contribution to the pairing interaction still leads to a solution, as in a Fermi liquid." @default.
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- W2040245215 title "Pair Susceptibilities and Gap Equations in Non-Fermi Liquids" @default.
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- W2040245215 doi "https://doi.org/10.1103/physrevlett.74.2575" @default.
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