Dominant Superconducting Fluctuations in the One-Dimensional Extended Holstein-Extended Hubbard model
Ka-Ming Tam, Shan-Wen Tsai, D. K. Campbell

TL;DR
This paper demonstrates that a one-dimensional extended Holstein-Extended Hubbard model with non-local electron-phonon interactions exhibits dominant superconducting fluctuations at half-filling, challenging previous assumptions about insulating states.
Contribution
The study introduces a model with non-local electron-phonon interactions showing dominant superconducting fluctuations, supported by both numerical and analytical renormalization group methods.
Findings
Dominant superconducting fluctuations are found at half-filling.
Non-local electron-phonon interactions weaken spin-charge coupling.
Charge gap is destroyed by suppression of Umklapp processes.
Abstract
The search for realistic one-dimensional (1D) models that exhibit dominant superconducting (SC) fluctuations effects has a long history. In these 1D systems, the effects of commensurate band fillings--strongest at half-filling--and electronic repulsions typically lead to a finite charge gap and the favoring of insulating density wave ordering over superconductivity. Accordingly, recent proposals suggesting a gapless metallic state in the Holstein-Hubbard (HH) model, possibly superconducting, have generated considerable interest and controversy, with the most recent work demonstrating that the putative dominant superconducting state likely does not exist. In this paper we study a model with non-local electron-phonon interactions, in addition to electron-electron interactions, this model unambiguously possesses dominant superconducting fluctuations at half filling in a large region of…
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