PUBLICATIONS

Find below my peer-reviewed publications. Up-to-date list of articles and preprints is available through Google Scholar and arXiv. Unless indicated otherwise via an asterisk (*), authors are listed alphabetically.


  1. Tensor network approach to electromagnetic duality in (3+1)d topological gauge models

    Clement Delcamp

    JHEP 2022, 149 (2022)
    arXiv:2112.08324 [cond-mat.str-el]

  2. Crossing with the circle in Dijkgraaf–Witten theory and applications to topological phases of matter

    Alex Bullivant and Clement Delcamp

    J. Math. Phys. 63, 081901 (2022)
    arXiv:2103.12717 [hep-th]

  3. On the stability of topological order in tensor network states

    Dominic Williamson, Clement Delcamp, Norbert Schuch and Frank Verstraete*

    Phys. Rev. B 104, 235151 (2021)
    arXiv:2012.15346 [cond-mat.str-el]

  4. On tensor network representations of the (3+1)d toric code

    Clement Delcamp and Norbert Schuch

    Quantum 5, 604 (2021)
    arXiv:2012.15631 [cond-mat.str-el]

  5. Gapped boundaries and string-like excitations in (3+1)d gauge models of topological phases

    Alex Bullivant and Clement Delcamp

    JHEP 07, (2021) 025
    arXiv:2006.06536 [cond-mat.str-el]

  6. Computing the renormalization group flow of two-dimensional \(\phi^4\) theory with tensor networks

    Clement Delcamp and Antoine Tilloy

    Phys. Rev. Research 2, 033278 (2020)
    arXiv:2003.12993 [cond-mat.str-el]

  7. Excitations in strict 2-group higher gauge models of topological phases

    Alex Bullivant and Clement Delcamp

    JHEP 01, (2020) 107
    arXiv:1909.07937 [cond-mat.str-el]

  8. Tube algebras, excitations statistics and compactification in gauge models of topological phases

    Alex Bullivant and Clement Delcamp

    JHEP 10, (2019) 216
    arXiv:1905.08673 [cond-mat.str-el]

  9. On 2-form gauge models of topological phases

    Clement Delcamp and Apoorv Tiwari

    JHEP 05, (2019) 064
    arXiv:1901.02249 [hep-th]

  10. Towards a dual spin network basis for (3+1)d lattice gauge theories and topological phases

    Clement Delcamp and Bianca Dittrich

    JHEP 10, (2018) 023
    arXiv:1806.00456 [hep-th]

  11. From gauge to higher gauge models of topological phases

    Clement Delcamp and Apoorv Tiwari

    JHEP 10, (2018) 049
    arXiv:1802.10104 [cond-mat.str-el]

  12. Renormalization of tensor networks using graph independent local truncations

    Markus Hauru, Clement Delcamp and Sebastian Mizera*

    Phys. Rev. B 97, 045111 (2018)
    arXiv:1709.07460 [cond-mat.str-el]

  13. Excitation basis for (3+1)d topological phases

    Clement Delcamp

    JHEP 12, (2017) 128
    arXiv:1709.04924 [hep-th]

  14. Towards a phase diagram for spin foams

    Clement Delcamp and Bianca Dittrich

    Class. Quant. Grav. 34, (2017) 225006
    arXiv:1612.04506 [gr-qc]

  15. On entanglement entropy in non-Abelian lattice gauge theory and 3D quantum gravity

    Clement Delcamp, Bianca Dittrich and Aldo Riello

    JHEP 11, (2016) 102
    arXiv:1609.04806 [hep-th]

  16. Fusion basis for lattice gauge theory and loop quantum gravity

    Clement Delcamp, Bianca Dittrich and Aldo Riello

    JHEP 02, (2017) 061
    arXiv:1607.08881 [hep-th]

  17. From 3D topological quantum field theories to 4D models with defects

    Clement Delcamp and Bianca Dittrich

    J.Math.Phys. 58 (2017) no.6, 062302
    arXiv:1606.02384 [hep-th]

  18. Strong reduction of exciton-phonon coupling in high crystalline quality single-wall carbon nanotubes: a new insight into broadening mechanisms and exciton localization

    V. Ardizzone, Y. Chassagneux, F. Vialla, G. Delport, C. Delcamp, N. Belabas, E. Deleporte, Ph. Roussignol, I. Robert-Philip, C. Voisin and J.S. Lauret*

    Phys. Rev. B 91, 121410(R) (2015)
    arXiv:1502.07116 [cond-mat.mes-hall]