The Net Advance of Physics:
RENORMALIZATION

RENORMALIZATION:

• General: Introductory:
  • The Science of Murray Gell-Mann by Sanjay Jain and Spenta R. Wadia [2019/09]

• General: Pich 98/06; Intriligator 98/11; Vladimirov 2002/04; Delamotte 2002/12; Alexandre 2005/08; Collins 2006/02; Gracey 2006/05; Holovatch 2006/06;
  • Living with Infinities by Steven Weinberg [2009/03]
  • Relating Theories via Renormalization by Leo P. Kadanoff [2010/03]
  • Introduction to Renormalization in Field Theory by Ling-Fong Li [2012/08]
  • Renormalization: an advanced overview by Razvan Gurau et al. [2014/01] 126 pp.
  • Renormalization for Philosophers by Jeremy Butterfield and Nazim Bouatta [2014/06]
  • Algebraic background for numerical methods, control theory and renormalization by Dominique Manchon [2015/01]
  • Les Houches Lectures on Renormalization Theory and Effective Field Theories by Matthias Neubert [2017/08]
  • Renormalisation in Quantum Field Theory by Sunil Mukhi [2019/01] 126 pp.
  • Introduction to Renormalisation by João Melo [2019/09]
  • Renormalization: General theory by V. Mastropietro [2023/12]

• General: RENORMALIZATION GROUP: Carroll 98/02; Shirkov 99/03; Rivero 2002/08; Delamotte 2002/12;
  • An Introduction to the Nonperturbative Renormalization Group by Bertrand Delamotte [2007/02]
  • Introduction to the Renormalization Group with Applications to Non-Relativistic Quantum Electron Gases by Vincent Rivasseau [2011/02]
  • New applications of the renormalization group method in physics -- a brief introduction by Yannick Meurice et al. [2011/02]
  • Renormalization Group: Applications in Statistical Physics by Uwe C. Tauber [2011/12]
  • An introduction to universality and renormalization group techniques by Alessandro Sfondrini [2012/10]
  • What is dimension? by Somendra M. Bhattacharjee [2015/12]
  • Introduction to Renormalisation by João Melo [2019/09]

• General: RENORMALIZATION GROUP: FUNCTIONAL:
  • The Functional Renormalization Group Treatment of Disordered Systems by Kay Joerg Wiese [Ann. H. Poincaré 4, 473 (2003)]
  • Introduction to the functional RG and applications to gauge theories by Holger Gies [2006/11]
  • Introduction to the nonequilibrium functional renormalization group by Jürgen Berges and David Mesterházy [2012/04]
  • Ultracold atoms and the Functional Renormalization Group by Igor Boettcher et al. [2012/04]
  • The nonperturbative functional renormalization group and its applications by N. Dupuis et al. [2020/06]
  • Review of recent developments of the functional renormalization group for systems out of equilibrium by G. Camacho et al. [2022/05]
  • The functional renormalization group in quantum gravity by F. Saueressig [2023/02]

• General: RENORMALISATION GROUP: Re: ATOMIC PHYSICS:
  • Ultracold atoms and the Functional Renormalization Group by Igor Boettcher et al. [2012/04]

• General: RENORMALISATION GROUP: Re: NUCLEAR PHYSICS:
  • The Renormalization Group in Nuclear Physics by Richard J. Furnstahl [2012/03]
  • Non-Empirical Interactions for the Nuclear Shell Model: An Update by S. Ragnar Stroberg et al. [2019/02]

• General: RENORMALISATION GROUP: Re: PARAFERMIONS:
  • Bosonization for Fermions and Parafermions by Thomas L. Schmidt [2019/07]

• General: RENORMALISATION GROUP: Re: QUANTUM FIELD THEORY:
  • 6 Lectures on QFT, RG and SUSY by Timothy J. Hollowood [2009/09]

• General: RENORMALIZATION GROUP: Re: QUANTUM MECHANICS:
  • Renormalisation in Quantum Mechanics by Michael C. Birse [2007/09]
  • Introduction to quantum information theory and outline of two applications to physics: the black hole information paradox and the renormalization group information flow by Fabio Grazioso [2015/07]

• General: RENORMALIZATION GROUP: Re: SUPERSYMMETRY:
  • 6 Lectures on QFT, RG and SUSY by Timothy J. Hollowood [2009/09]

• Type: CONSTRUCTIVE THEORY: Rivasseau 99/02;
• Type: DENSITY MATRIX: Pittel et al. 2003/02; Hallberg 2003/03; De Chiara et al. 2006/03; Hallberg 2006/09;
  • The Density Matrix Renormalization Group in Chemistry and Molecular Physics: Recent Developments and New Challenges by Alberto Baiardi and Markus Reiher [2019/10]

• Type: EXACT: Bagnuls and Bervillier 2000/02;

• Type: NETWORK:
  • Network renormalization by A. Gabrielli et al. [2024/12]

• Type: NON-PERTURBATIVE: Re: LATTICE FIELD THEORY: Sint 2000/11;

• Type: REAL TIME:
  • Dynamics of open quantum systems by Herbert Schoeller [2018/02]

• Type: WILSONIAN:
  • Fifty years of Wilsonian renormalization and counting by P. W. Phillips [2023/09]
  • Tensor models and group field theories: Combinatorics, large N, and renormalization by S. Carrozza [2024/04]

• Aspects: ASYMPTOTIC SAFETY:
  • Perturbative asymptotic safety and its phenomenological applications by A. Bednyakov and A. Mukheva [2023/09]

• Aspects: BOGOLIUBOV RECURSION: Ebrahimi-Fard et al. 2007/05;
• Aspects: CONTINUUM SOLUTIONS: Morris 98/02;

• Aspects: LOOP INTEGRALS: COMPUTATION: Weinzierl 2006/04;

• Re: BCS THEORY: Froehlich et al. 95/08;
• Re: CRITICAL PHENOMENA: Bhattacharjee 2000/11;
• Re: DENSITY MATRIX: Hallberg 99/10; Malvezzi 2003/04;

• Re: FERMI FLUIDS: Froehlich et al. 95/08;
  • Introduction to the Renormalization Group with Applications to Non-Relativistic Quantum Electron Gases by Vincent Rivasseau [2011/02]

• Re: GINZBURG-LANDAU THEORY:? Nogueira and Kleinert 2003/03;

• Re: GRAVITATION:
  • A pedagogical explanation for the non-renormalizability of gravity by Assaf Shomer [2007/09]

• Re: HOPF ALGEBRAS: Connes and Kreimer 99/04; Kreimer 2000/10; Kreimer 2002/11; Weinzierl 2003/10; Manchon 2004/08; Figueroa and Gracia-Bondia 2004/08; Chryssomalakos 2004/08; Ebrahimi-Fard and Kreimer 2005/10; Ratsimbarison 2005/12; van Suijlekom 2006/02; van Suijlekom 2006/10;
• Re: LATTICE QCD: Lüscher 98/02;
• Re: MEMBRANES: Bowick and Travesset 2000/02;

• Re: NOISE: CRACKLING::
  • Crackling Noise by James P. Sethna et al. [2001/02]
  • Crackling Noise and Avalanches: Scaling, Critical Phenomena, and the Renormalization Group by James P. Sethna [2006/12]

• Re: NON-COMMUTATIVE GEOMETRY: Connes 2000/03;

  Re: PHASE TRANSITIONS:

  • Thermodynamical Phase transitions, the mean-field theories, and the renormalization (semi)group: A pedagogical introduction by Navinder Singh [2014/02]
• Re: POLYMERS: Bowick and Travesset 2000/02;
• Re: PROBABILITY THEORY: Jona-Lasinio 2000/09;
• Re: QUANTUM GRAVITY: Reuter 2000/12;
• Re: ROTA-BAXTER ALGEBRAS: Ebrahimi-Fard and Li Guo, 2006/04;
• Re: SUPERSYMMETRY: Kazakov 2000/01;

• Re: THERMAL FIELD THEORY:
  • Finite temperature field theory and phase transitions by Mariano Quiros [1999/01]

• Not yet cross-referenced:
  • History of,
  • and Many-Body Systems,
  • and Molecular Membranes,
  • Renormalons,

THE NET ADVANCE OF PHYSICS