2003
DOI: 10.1080/0001873021000057123
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Quantum-critical theory of the spin-fermion model and its application to cuprates: Normal state analysis

Abstract: We present the full analysis of the normal state of the spinfermion model near the antiferromagnetic instability in two dimensions. This model describes low-energy fermions interacting with their own collective spin fluctuations, which soften at the antiferromagnetic transition. We argue that in 2D, the system has two typical energies -an effective spin-fermion interactionḡ and an energy ω sf below which the system behaves as a Fermi liquid. The ratio of the two determines the dimensionless coupling constant f… Show more

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Cited by 520 publications
(507 citation statements)
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References 144 publications
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“…Rather, the results presented here indicate a strong coupling of the charge carriers to low-energy electronic excitations, e.g. spin excitations between regions near the antinodal points leading there to a marginal Fermi liquid behavior as described by [47,48]. Finally, we postulate that the present results can be generalized to all cuprates since in the p-doped compounds very similar ARPES results, e.g.…”
supporting
confidence: 48%
“…Rather, the results presented here indicate a strong coupling of the charge carriers to low-energy electronic excitations, e.g. spin excitations between regions near the antinodal points leading there to a marginal Fermi liquid behavior as described by [47,48]. Finally, we postulate that the present results can be generalized to all cuprates since in the p-doped compounds very similar ARPES results, e.g.…”
supporting
confidence: 48%
“…The semiphenomenological model is often called the spin-fermion model [35]. Quite often, interaction mediated by spin fluctuations also critically affects single-fermion propagator (the Green's function), and this renormalization has to be included into the pairing problem.…”
Section: What To Do If the Bare Irreducible Vertex Is Repulsivementioning
confidence: 99%
“…Generally one way to proceed in this situation is to introduce the spin-fermion model with static magnetic fluctuations built into it, and then assume that within this model the interaction between low-energy fermionsḡ is smaller than W and do controlled low-energy analysis treatingḡ/W as a small parameter [35,127,128]. There are several ways to make the assumptionsḡ ≪ W and G ∼ W consistent with each other, e.g., if microscopic interaction has length Γ 0 and [137,138]).…”
Section: What To Do If the Bare Irreducible Vertex Is Repulsivementioning
confidence: 99%
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“…A very recent experiment finds T N ¼ 600 K [17]. Such enhanced antiferromagnetic (AFM) coupling would open the way to new practical applications, but would also be quite interesting for scenarios of HTSs based on magnetic fluctuations [18]. Figure 1 gives an overview of the ARPES results on a thin film (6 unit cells) T-CuO sample.…”
mentioning
confidence: 99%