TikZ-Feynman

TikZ-Feynman: Feynman diagrams with TikZ. TikZ-Feynman is a LaTeX package allowing Feynman diagrams to be easily generated within LaTeX with minimal user instructions and without the need of external programs. It builds upon the TikZ package and leverages the graph placement algorithms from TikZ in order to automate the placement of many vertices. TikZ-Feynman still allows fine-tuned placement of vertices so that even complex diagrams can be generated with ease.


References in zbMATH (referenced in 18 articles , 1 standard article )

Showing results 1 to 18 of 18.
Sorted by year (citations)

  1. Ema, Yohei; Mukaida, Kyohei; van de Vis, Jorinde: Renormalization group equations of Higgs-(R^2) inflation (2021)
  2. Jafari, Ehsan; Li, Bing An: Theoretical study on (\eta’ \rightarrow\pi^+ \pi^- \pi^+(0) \pi^-(0)) (2021)
  3. de la Cruz, Leonardo; Maybee, Ben; O’Connell, Donal; Ross, Alasdair: Classical Yang-Mills observables from amplitudes (2020)
  4. Leite, Julio; Popov, Oleg; Srivastava, Rahul; Valle, José W. F.: A theory for scotogenic dark matter stabilised by residual gauge symmetry (2020)
  5. Artz, Johannes; Harlander, Robert V.; Lange, Fabian; Neumann, Tobias; Prausa, Mario: Results and techniques for higher order calculations within the gradient-flow formalism (2019)
  6. Bittleston, Roland; Skinner, David: Gauge theory and boundary integrability (2019)
  7. Ema, Yohei: Dynamical emergence of scalaron in Higgs inflation (2019)
  8. Kosower, David A.; Maybee, Ben; O’Connell, Donal: Amplitudes, observables, and classical scattering (2019)
  9. Kuipers, Folkert; Gürsoy, Umut; Kuznetsov, Yuri: Bifurcations in the RG-flow of QCD (2019)
  10. Lilow, Robert; Fabis, Felix; Kozlikin, Elena; Viermann, Celia; Bartelmann, Matthias: Resummed kinetic field theory: general formalism and linear structure growth from Newtonian particle dynamics (2019)
  11. Poole, Colin; Thomsen, Anders Eller: Constraints on 3- and 4-loop (\beta)-functions in a general four-dimensional quantum field theory (2019)
  12. González Albornoz, N. L.; Schmidt-May, Angnis; von Strauss, Mikael: Dark matter scenarios with multiple spin-2 fields (2018)
  13. Nacir, Diana López; Mazzitelli, Francisco D.; Trombetta, Leonardo G.: Long distance behavior of (O(N))-model correlators in de Sitter space and the resummation of secular terms (2018)
  14. Alfaro, J.: A (Sim(2)) invariant dimensional regularization (2017)
  15. Bell, Nicole F.; Cai, Yi; Leane, Rebecca K.: Impact of mass generation for spin-1 mediator simplified models (2017)
  16. Ellis, Joshua P.: Ti(k)Z-Feynman: Feynman diagrams with Ti(k)Z (2017)
  17. Hamada, Yuta; Sugishita, Sotaro: Soft pion theorem, asymptotic symmetry and new memory effect (2017)
  18. Mukaida, Kyohei; Takimoto, Masahiro; Yamada, Masaki: On longevity of I-ball/oscillon (2017)