On the renormalization of the electroweak chiral Lagrangian with a Higgs
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- 作者：M. B. Gavela (1)
K. Kanshin (2)
P. A. N. Machado (1)
S. Saa (1)
1. Departamento de F铆sica Te贸rica and Instituto de F铆sica Te贸rica ; IFT-UAM/CSIC ; Universidad Aut贸noma de Madrid ; Cantoblanco ; 28049 ; Madrid ; Spain
2. Dipartimento di Fisica e Astronomia 鈥淕. Galilei鈥? Universit脿 di Padova and INFN ; Sezione di Padova ; Via Marzolo 8 ; I-35131 ; Padua ; Italy - 关键词：Effective field theories ; Renormalization Group
- 刊名：Journal of High Energy Physics
- 出版年：2015
- 出版时间：March 2015
- 年：2015
- 卷：2015
- 期：3
- 全文大小：678 KB
- 参考文献：1. Kaplan, DB, Georgi, H (1984) SU(2) 脳 U(1) Breaking by Vacuum Misalignment. Phys. Lett. B 136: pp. 183 CrossRef
2. Georgi, H, Kaplan, DB (1984) Composite Higgs and Custodial SU(2). Phys. Lett. B 145: pp. 216 CrossRef
3. Dugan, MJ, Georgi, H, Kaplan, DB (1985) Anatomy of a Composite Higgs Model. Nucl. Phys. B 254: pp. 299 CrossRef
4. Agashe, K, Contino, R, Pomarol, A (2005) The Minimal composite Higgs model. Nucl. Phys. B 719: pp. 165 CrossRef
5. Contino, R, Rold, L, Pomarol, A (2007) Light custodians in natural composite Higgs models. Phys. Rev. D 75: pp. 055014
6. Panico, G, Redi, M, Tesi, A, Wulzer, A (2013) On the Tuning and the Mass of the Composite Higgs. JHEP 03: pp. 051 CrossRef
7. Grinstein, B, Trott, M (2007) A Higgs-Higgs bound state due to new physics at a TeV. Phys. Rev. D 76: pp. 073002
8. Contino, R, Grojean, C, Moretti, M, Piccinini, F, Rattazzi, R (2010) Strong Double Higgs Production at the LHC. JHEP 05: pp. 089 CrossRef
9. A. Azatov, R. Contino and J. Galloway, / Model-Independent Bounds on a Light Higgs, JHEP 04 (2012) 127 [ / Erratum ibid. 1304 (2013) 140] [arXiv:1202.3415] [INSPIRE].
10. Azatov, A, Galloway, J (2013) Electroweak Symmetry Breaking and the Higgs Boson: Confronting Theories at Colliders. Int. J. Mod. Phys. A 28: pp. 1330004 CrossRef
11. R. Alonso, M.B. Gavela, L. Merlo, S. Rigolin and J. Yepes, / The Effective Chiral Lagrangian for a Light Dynamical 鈥淗iggs Particle鈥?/em>, / Phys. Lett. B 722 (2013) 330 [ / Erratum ibid. B 726 (2013) 926] [arXiv:1212.3305] [INSPIRE].
12. Brivio, I (2014) Disentangling a dynamical Higgs. JHEP 03: pp. 024 CrossRef
13. Buchalla, G, Cat脿, O, Krause, C (2014) Complete Electroweak Chiral Lagrangian with a Light Higgs at NLO. Nucl. Phys. B 880: pp. 552 CrossRef
14. Alonso, R, Brivio, I, Gavela, B, Merlo, L, Rigolin, S (2014) Sigma Decomposition. JHEP 12: pp. 034 CrossRef
15. Manohar, A, Georgi, H (1984) Chiral Quarks and the Nonrelativistic Quark Model. Nucl. Phys. B 234: pp. 189 CrossRef
16. Buchalla, G, Cat谩, O, Krause, C (2014) On the Power Counting in Effective Field Theories. Phys. Lett. B 731: pp. 80 CrossRef
17. Grojean, C, Jenkins, EE, Manohar, AV, Trott, M (2013) Renormalization Group Scaling of Higgs Operators and 螕(h 鈫?纬纬). JHEP 04: pp. 016 CrossRef
18. Elias-Mir贸, J, Espinosa, JR, Masso, E, Pomarol, A (2013) Renormalization of dimension-six operators relevant for the Higgs decays h 鈫?纬纬, 纬Z. JHEP 08: pp. 033 CrossRef
19. Elias-Miro, J, Espinosa, JR, Masso, E, Pomarol, A (2013) Higgs windows to new physics through D = 6 operators: constraints and one-loop anomalous dimensions. JHEP 11: pp. 066 CrossRef
20. Contino, R, Ghezzi, M, Grojean, C, Muhlleitner, M, Spira, M (2013) Effective Lagrangian for a light Higgs-like scalar. JHEP 07: pp. 035 CrossRef
21. Passarino, G (2013) NLO Inspired Effective Lagrangians for Higgs Physics. Nucl. Phys. B 868: pp. 416 CrossRef
22. Jenkins, EE, Manohar, AV, Trott, M (2013) Renormalization Group Evolution of the Standard Model Dimension Six Operators I: Formalism and lambda Dependence. JHEP 10: pp. 087 CrossRef
23. Jenkins, EE, Manohar, AV, Trott, M (2014) Renormalization Group Evolution of the Standard Model Dimension Six Operators II: Yukawa Dependence. JHEP 01: pp. 035 CrossRef
24. Alonso, R, Jenkins, EE, Manohar, AV, Trott, M (2014) Renormalization Group Evolution of the Standard Model Dimension Six Operators III: Gauge Coupling Dependence and Phenomenology. JHEP 04: pp. 159 CrossRef
25. Longhitano, AC (1981) Low-Energy Impact of a Heavy Higgs Boson Sector. Nucl. Phys. B 188: pp. 118 CrossRef
26. Donoghue, JF, Ramirez, C, Valencia, G (1988) 蟺蟺 Scattering and Chiral Lagrangians. Phys. Rev. D 38: pp. 2195
27. Gasser, J, Leutwyler, H (1984) Chiral Perturbation Theory to One Loop. Annals Phys. 158: pp. 142 CrossRef
28. Delgado, RL, Dobado, A, Llanes-Estrada, FJ (2014) One-loop WLWL and ZLZL scattering from the electroweak Chiral Lagrangian with a light Higgs-like scalar. JHEP 02: pp. 121 CrossRef
29. Espriu, D, Mescia, F, Yencho, B (2013) Radiative corrections to WLWL scattering in composite Higgs models. Phys. Rev. D 88: pp. 055002
30. Delgado, RL, Dobado, A, Herrero, MJ, Sanz-Cillero, JJ (2014) One-loop 纬纬鈥夆啋鈥塛 L + L L 鈭and 纬纬 鈫?ZLZL from the Electroweak Chiral Lagrangian with a light Higgs-like scalar. JHEP 07: pp. 149 CrossRef
31. Alboteanu, A, Kilian, W, Reuter, J (2008) Resonances and Unitarity in Weak Boson Scattering at the LHC. JHEP 11: pp. 010 CrossRef
32. W. Kilian, T. Ohl, J. Reuter and M. Sekulla, / High-Energy Vector Boson Scattering after the Higgs Discovery, arXiv:1408.6207 [INSPIRE].
33. Jenkins, EE, Manohar, AV, Trott, M (2013) Naive Dimensional Analysis Counting of Gauge Theory Amplitudes and Anomalous Dimensions. Phys. Lett. B 726: pp. 697 CrossRef
34. Appelquist, T, Bernard, CW (1981) The Nonlinear 蟽 Model in the Loop Expansion. Phys. Rev. D 23: pp. 425
35. Nyffeler, A, Schenk, A (2000) The Electroweak chiral Lagrangian reanalyzed. Phys. Rev. D 62: pp. 113006
36. Weinberg, S (1968) Nonlinear realizations of chiral symmetry. Phys. Rev. 166: pp. 1568 CrossRef
37. Honerkamp, J (1972) Chiral multiloops. Nucl. Phys. B 36: pp. 130 CrossRef
38. Gerstein, IS, Jackiw, R, Weinberg, S, Lee, BW (1971) Chiral loops. Phys. Rev. D 3: pp. 2486
39. Giudice, GF, Grojean, C, Pomarol, A, Rattazzi, R (2007) The Strongly-Interacting Light Higgs. JHEP 06: pp. 045 CrossRef
40. Charap, JM (1970) Closed-loop calculations using a chiral-invariant lagrangian. Phys. Rev. D 2: pp. 1554
41. Mertig, R, B枚hm, M, Denner, A (1991) FEYN CALC: Computer algebraic calculation of Feynman amplitudes. Comput. Phys. Commun. 64: pp. 345 CrossRef
42. Alloul, A, Christensen, ND, Degrande, C, Duhr, C, Fuks, B (2014) FeynRules 2.0 鈥?A complete toolbox for tree-level phenomenology. Comput. Phys. Commun. 185: pp. 2250 CrossRef
43. Kublbeck, J, B枚hm, M, Denner, A (1990) Feyn Arts: Computer Algebraic Generation of Feynman Graphs and Amplitudes. Comput. Phys. Commun. 60: pp. 165 CrossRef
44. Hahn, T (2001) Generating Feynman diagrams and amplitudes with FeynArts 3. Comput. Phys. Commun. 140: pp. 418 CrossRef
45. Hahn, T, P茅rez-Victoria, M (1999) Automatized one loop calculations in four-dimensions and D-dimensions. Comput. Phys. Commun. 118: pp. 153 CrossRef
46. S. Saa, / On the renormalization of the electroweak chiral Lagrangian with a light Higgs, MSc Thesis, Universidad Aut贸noma de Madrid, Madrid Spain (2014).
47. Kazakov, D, Pervushin, V, Pushkin, S (1977) Invariant Renormalization for the Field Theories with Nonlinear Symmetry. Teor. Mat. Fiz. 31: pp. 169
48. Kazakov, DI, Pervushin, VN, Pushkin, SV (1977) An Invariant Renormalization Method for Nonlinear Realizations of the Dynamical Symmetries. Theor. Math. Phys. 31: pp. 389 CrossRef
49. Wit, B, Grisaru, MT (1979) On-shell Counterterms and Nonlinear Invariances. Phys. Rev. D 20: pp. 2082
50. Ostrogradsky, M (1850) M茅moire sur les 茅quations diff茅rentielles relatives an probl茅me des isop茅rim茅tres. M茅m. Acad. Sci. St. Petersb. Sci. Math. Phys. Nat. 4: pp. 385
51. Grosse-Knetter, C (1994) Effective Lagrangians with higher derivatives and equations of motion. Phys. Rev. D 49: pp. 6709
52. Scherer, S, Fearing, HW (1995) Field transformations and the classical equation of motion in chiral perturbation theory. Phys. Rev. D 52: pp. 6445
53. Arzt, C (1995) Reduced effective Lagrangians. Phys. Lett. B 342: pp. 189 CrossRef
54. Bijnens, J, Colangelo, G, Ecker, G (1999) The Mesonic chiral Lagrangian of order p6. JHEP 02: pp. 020 CrossRef - 刊物类别：Physics and Astronomy
- 刊物主题：Physics
Elementary Particles and Quantum Field Theory
Quantum Field Theories, String Theory - 出版者：Springer Berlin / Heidelberg
- ISSN：1029-8479
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