Carsten Honerkamp

Department of Physics|Massachusetts Institute of Technology

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Papers135 papers

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Investigation of the effective interactions for the Emery model by the constrained random-phase approximation and constrained functional renormalization group

Xing-Jie Han,Philipp Werner,Carsten Honerkamp

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Competing orders at higher-order Van Hove points

Laura Classen, Andrey V. Chubukov,Carsten Honerkamp,Michael M. Scherer

Physical Review B, no. 12 (2020): 125141

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A Long-Range Ising Model of a Barab\'asi-Albert Network

Krishnan Jeyashree, Torabi Reza,Di Napoli Edoardo,Honerkamp Carsten, Schuppert Andreas

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Functional renormalization group for fermion lattice models in three dimensions: application to the Hubbard model on the cubic lattice

Ehrlich Jannis,Honerkamp Carsten

Physical Review B, no. 19 (2020): 195108

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Pseudogap opening in the two-dimensional Hubbard model: a functional renormalization group analysis

Hille Cornelia, Rohe Daniel,Honerkamp Carsten,Andergassen Sabine

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Quantitative functional renormalization-group description of the two-dimensional Hubbard model

Hille Cornelia, Kugler Fabian B., Eckhardt Christian J., He Yuan-Yao, Kauch Anna,Honerkamp Carsten,Toschi Alessandro,Andergassen Sabine

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Quantifying the fragility of unprotected quadratic band crossing points

Stephan Hesselmann,Carsten Honerkamp,Stefan Wessel, Thomas C. Lang

Physical Review B, no. 7 (2020): 075128

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Truncated Unity Parquet Solver

Eckhardt Christian J.,Honerkamp Carsten, Held Karsten,Kauch Anna

Physical Review B, no. 15 (2019)

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Functional renormalization group study of the three-dimensional Hubbard model

Jannis Ehrlich,Carsten Honerkamp

Bulletin of the American Physical Society, (2019)

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Multiloop functional renormalization group for the two-dimensional Hubbard model: Loop convergence of the response functions

Agnese Tagliavini, Cornelia Hille, Fabian B. Kugler,Sabine Andergassen,Alessandro Toschi,Carsten Honerkamp

SCIPOST PHYSICS, no. 1 (2019)

Cited by1Bibtex

Competing phases of interacting electrons on triangular lattices in moir'e heterostructures

Laura Classen,Carsten Honerkamp,Michael M. Scherer

arXiv: Strongly Correlated Electrons, (2019)

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Channel-decomposed solution of the parquet equations in the two-dimensional Hubbard model

Christian Eckhardt, Giulio Schober,Carsten Honerkamp

Bulletin of the American Physical Society, (2018)

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On the limitations of cRPA downfolding

Carsten Honerkamp,Hiroshi Shinaoka,Fakher F. Assaad,Philipp Werner

Bulletin of the American Physical Society, (2018)

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Truncated-Unity Functional Renormalization Group for Multiband Systems With Spin-Orbit Coupling

Giulio A. H. Schober, Jannis Ehrlich, Jannis Ehrlich, Timo Reckling,Carsten Honerkamp

FRONTIERS IN PHYSICS, (2018)

Cited by2Bibtex

Efficient vertex parametrization for the constrained functional renormalization group for effective low-energy interactions

Carsten Honerkamp

Bulletin of the American Physical Society, (2018)

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Excitonic instability and unconventional pairing in the nodal-line materials ZrSiS and ZrSiSe

Michael M. Scherer,Carsten Honerkamp,A. N. Rudenko, E. A. Stepanov,A. I. Lichtenstein,M. I. Katsnelson

arXiv: Strongly Correlated Electrons, (2018)

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Limitations of constrained random phase approximation downfolding

Carsten Honerkamp,Hiroshi Shinaoka,Fakher F. Assaad,Philipp Werner

Physical Review B, no. 23 (2018)

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Efficient vertex parametrization for the constrained functional renormalization group for effective low-energy interactions in multiband systems

Carsten Honerkamp

Physical Review B, no. 15 (2018)

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Truncated-unity parquet equations: Application to the repulsive Hubbard model

C. J. Eckhardt,Carsten Honerkamp, Jannis Ehrlich, Giulio A. H. Schober

Physical Review B, no. 7 (2018): 075143

Cited by2Bibtex

Approximating the frequency dependence of the effective interaction in the functional renormalization group for many-fermion systems

Timo Reckling,Carsten Honerkamp

Physical Review B, no. 8 (2018): 085114

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Carsten HonerkampBinding

Papers135 papers

Carsten Honerkamp