YANG-MILLS THEORIES: General: Quantum Field Theory and Differential Geometry by W. F. Chen [2008/03] Undergraduate Lecture Notes in Topological Quantum Field Theory by Vladimir G. Ivancevic and Tijana T. Ivancevic [2008/10] A pedagogical introduction to the Slavnov formulation of quantum Yang-Mills theory by Hossein Ghorbani and Giampiero Esposito [2010/09] Resource Letter: Quantum Chromodynamics by Andreas S. Kronfeld and Chris Quigg [Am. J. Phys. 78, 1081 (2010)] Scattering Amplitudes by Henriette Elvang and Yu-tin Huang [2013/08] 268 pp. Classical integrable systems and gauge theory by Masashi Hamanaka [Suurikagaku 653, 49 (2017)] In Japanese. Type: GENERALIZED: Chaves 2001/02; Type: N=2: West 98/05; Type: N=2: Re: BRANES: Lambert and West 98/11; Type: N=2 SUPER: Buchbinder 98/02; Buchbinder and Ovrut 98/02; Type: N=2 SUPER: Re: BACKGROUND FIELD METHOD: Buchbinder and Ovrut 98/02; Type: SUPERSYMMETRIC: D'Hoker and Phong 99/12; Type: SUPERSYMMETRIC: LATTICE: Montvay 98/01; Type: SUPERSYMMETRIC: Re: CALOGERO-MOSER SYSTEMS: D'Hoker and Phong 99/12; Type: SUPERSYMMETRIC: Re: SEIBERG-WITTEN SYSTEMS: D'Hoker and Phong 99/12; Type: SUPERSYMMETRIC N=2: Buchbinder 98/02; Buchbinder and Ovrut 98/02; Type: SUPERSYMMETRIC N=2: Re: BACKGROUND FIELD METHOD: Buchbinder and Ovrut 98/02; Type: TOPOLOGICAL: Labastida 2001/07; Aspect: SOLITONS: Konechny and Schwarz 2001/07; Re: BRANES: Taylor 98/01; Re: DARK ENERGY: Quantum Yang-Mills Dark Energy by Roman Pasechnik [2016/05] Re: TORUS: FOUR DIMENSIONAL: Gonzalez-Arroyo 98/07; THE NET ADVANCE OF PHYSICS
YANG-MILLS THEORIES: