Teoría de grupos

Física

LIBROS

  • Teoría de Grupos,un primer curso Emilio Lluis-Puebla, Universidad Nacional Autónoma de México
  • GROUP THEORY FOR UNIFIED MODEL BUILDING, R. SLANSKY
  • Group Theory in physics, Cornwell-Group
  • Group Theory and quantum mechanics, Hermann Weyl
  • Group Theory of Groups and its application to physical problems, S.Bhagavantam-T Venkatrara
  • Group Theory and Its Application to the Quantum Mechanics of Atomic Spectra-1959
  • An Introduction to the Theory of Groups (4th ed)-Rotman
  • Group Theory, W. R. Scott, the university of Utah
  • Group Representation Theory for Physicists,Jin-Quan Chen
  • Continuous groups in quantum mechanics by W. Pauli
  • Introduction to Mathematical Physics, Michael T. Vaughn
  • Finite Group theory, California Institute of Technology,Michael Aschbacher,
  • Group Theory and Quantum Mechanics,Van der Waerden
  • The Quantum Theory Of Fields Vol 1 Foundations - S. Weinberg
  • Group Theory,J.S. Milne
  • Representations Characters of Groups, Gordon James and Martin Liebeck
  • Introduction to Groups, Invariants and Particles , Frank Wik Firk
  • Symmetry Groups and their applications , Miller.pdf
  • A course in the theory of groups, Derek J.S Robinson
  • Group Theory And Chemistry, David M. Bishop
  • Chemical Applications of Group Theory, F. Albert Cotton
  • Quantum Mechanics, Symmetries, W. Greiner, B. Muller.pdf
  • Representation theory, A first, William Fulton.pdf
  • Exercises in Group Theory by E.S.Lyapin
  • Group Theory in Physics - Problems and Solutions
  • semi-simple Lie Algebras and their Representations 1, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 2, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 3, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 4, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 5, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 6, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 7, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 8, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 9, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 10, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 11, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 12, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 13, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 14, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 15, Robert N. Cahn
  • semi-simple Lie Algebras and their Representations 16 , Robert N. Cahn
  • An Introduction To Lattice Gauge Theory And Spin Systems
  • Amit D.J. - Field Theory, the Renormalization Group, and Critical Phenomena (2ed., WS, 1984)(ISBN 99719661)(T)
  • An Introduction to Quantum Field Theory - Peskin and Schroeder
  • An Introduction to Quantum Field Theory -M.E.Peskin,D.V.Schroeder
  • Baez, Segal, Zhou. Introduction to Algebraic and Constructive Quantum Field Theory (Princeton UP, 1992)(L)(T)(154s)
  • Barut, Duru. Path integral formulation of quantum electrodynamics from classical particle trajectories (PR172, 1989)(T)(32s)
  • Barvinsky, Vilkovisky. Generalized Schwinger-DeWitt technique in gauge theories and quantum gravity (PR119, 1985)(T)(74s)
  • Borne, Lochak, Stumpf. Nonperturbative Quantum Field Theory and the Structure of Matter (Kluwer, 2002)(T)(345s)
  • Clarkson R., McKeon D.G.C. Quantum field theory (U.Waterloo lecture notes, 2003)(T)(266s)
  • Cohen_Tonnoudji - Introduction to Quantum Electrodynamics(509s)(T)
  • Concepts in Theoretical Physics - B. Simons
  • Conformal Field Theory - P. DiFrancesco, P. Mathieu, D. Senechal
  • Crewther, R. - Introduction To Quantum Field Theory(47s)(T)
  • DeWitt. Quantum field theory in curved spacetime (PR19, 1975)(T)(63s)
  • Dunne(1999)-Aspects of Chern-Simons Theory
  • E-Book - Weinberg - The Quantum Theory Of Fields, Vol 2 Modern Applications (Cup, 1996)(511S)
  • Eringen A C (Ed) Continuum Physics, Vol 4 (Ap, 1976)(Isbn 0122408047)(K)(T)(287S) Pcem
  • Feynman Mathematical Formulation Of Quantum Electrodynamics (Phys Rev 80, 1950)(T)(18S)
  • Feynman. An operator calculus with applications in QED (Phys.Rev.84, 1951)(T)
  • Field quantization (springer, 1996)(t)(451s)-Greiner Reinhardt
  • Field Quantization - W. Greiner, J. Reinhardt
  • Field Theory - A Modern Primer 2nd ed - P. Ramond (Westview, 2001) WW
  • field theory lecture notes-Michael Luke
  • Fields - W. Siegel
  • FIELDS-SIEGEL-v3
  • Gauge Field Theories,Second Edition-STEFAN POKORSKI
  • Gauge Field Theory Second Edition-STEFAN POKORSKI
  • Gauge theories in particle physics, 3rd. ed. vol 1From Relativistic Quantum Mechanics to Qed - I. Aitichison
  • GEOMETRY OF 2D TOPOLOGICAL FIELD THEORIES-Boris DUBROVIN
  • Greiner W., Muller B. Gauge Theory of Weak Interactions (Springer,2000)(ISBN 3540676724)(600dpi)(426p)(K)(T)(426s)_PQgf_
  • Gross D. Lectures on Quantum Field Theory (no TOC, no ch.1)(T)(362s)
  • Hatfield QFT of particles and strings(T)
  • Henneaux, Teitelboim. Quantization of gauge systems (1991)(L)(T)(283s)
  • Henneaux. Hamiltonian from the path integral for theories with gauge freedom (PR126, 1985)(T)(66s)
  • Introduction to Algebraic and Constructive Quantum Field Theory - Baez, Segal, Zhou
  • Introduction to Lattice Field Theory
  • Introduction To Quantum Field Theory In Condensed Matter Physics - Flensberg,Bruus
  • Introduction to Relativistic Quantum Field Theory - H. vanHees
  • Kleinert H. Quantum field theory and particle physics
  • Kreimer D. Knots and Feynman diagrams (Cambridge Lecture Notes in Physics, 13. CUP 2000)(L)(T)(135s)
  • labastida(1998)-Chern-Simons Gauge Theory Ten Years After-J. M. F. Labastida
  • Lectures on Topological Quantum Field Theory-J. M. F. Labastida and Carlos Lozano
  • M Kaku - Quantum field theory (a modern introduction)(T)
  • Mandl_Shaw_QFT(T)
  • Marcolli. Seiberg-Witten gauge theory (MIT lectures)(205s)(T)
  • Nash C. Differential topology and quantum field theory (AP 1991)(L)(T)(199s)
  • New Developments in Quantum Field Theory - P. Damagaard, J. Jurkiewicz
  • On Wittens 3-manifold Invariants-Kevin Walker
  • Peskin, Schroesder - An introduction To Quantum Field Theory(T)
  • Peskin, Schroesder - An Introduction To Quantum Field Theory.rar
  • Peskin,intro to QFT(Quantum Field Theory).rar
  • Physics - Article - S. Weinberg - What is Quantum Field Theory, and What Did We Think It Is
  • Physics - Quantum Field Theory
  • QFT and Topology - Schwarz
  • Quantum Chromodynamics 2nd ed - W. Greiner, S. Schramm, E. Stein
  • Quantum Field Theoretical Methods in Statistical Physics 2nd ed. - Abrikosov, Gorkov, Dzyaloshinskii
  • Quantum Field Theory - J. Norbury
  • Quantum Field Theory - L. Brown
  • Quantum Field Theory - Mark Srednicki
  • Quantum Field Theory - R. Clarkson, D. McKeon
  • Quantum Field Theory Demystified - D. Mcmahon (McGraw-Hill, 2008) WW
  • Quantum Field Theory Proceedings of the RingbergWorkshop - Breitenlohner , Maison
  • Quantum Field Theory R Clarkson
  • Quantum Field Theory-Mcgraw-Hill-Itzykson Zuber
  • quantum fields theory
  • QUANTUM.FIELD.THEORY
  • Rivers R.J. Path Integral Methods in Quantum Field Theory (Cambridge University Press,1987)(ISBN
  • Ryder_L.H Quantum Field Theory Second Edition
  • Siegel - Fields - Quantum Field Theory [QED]
  • Siegel, Warren - Quantum Field Theory(796s)(T)
  • Stone M. The physics of quantum fields (Springer, 2000)(ISBN 0387989099)(KA)(T)(284s)
  • The quantum field theory of electric and magnetic charge - Blagojevic, Sejanovic.
  • The Quantum Theory of Fields vol 3 Supersymmetry - S. Weinberg
  • The Quantum Theory of Fields vol I ,Steven Weinberg
  • weak interactions 1(by george)
  • Weinberg S. - The Quantum Theory of Fields Vol 1 Foundations (CUP 1995)(634s)
  • Weinberg S. Vol.3. The quantum theory of fields. Supersymmetry (CUP, 2000)(K)(T)(437s)
  • Zee A. Quantum field theory in a nutshell (Princeton, 2003)(T)(534s)
  • Zinn-Justin. Quantum field theory and critical phenomena (1ed., 1989)(K)(150dpi)(T)(924s)
  • Zinn-Justin.-.Quantum.field.theory.and.critical.phenomena.(incomplete)(L)(T)(414s)



  • Actualizado ----- 2013
    Javier M. Hernández Lopez ; Alba María Lumbreras Delgado