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Field Theory:     more books (100)

Quantum Field Theory and Critical Phenomena (The International Series of Monographs on Physics) by Jean Zinn-Justin, 2002-08-15 Introduction to Gauge Field Theory Revised Edition (Graduate Student Series in Physics) (Volume 0) by D. Bailin, Alexander Love, 1993-01-01 Introduction to Quantum Field Theory by V.lG. Kiselev, Ya.M. Shnir, et all 2000-11-17 Lectures on Quantum Theory: Mathematical and Structural Foundations by C. J. Isham, 1995-12 Introduction to Field Theory: Second Edition (Dover Books on Mathematics) by Iain T. Adamson, 2007-12-26 An Introduction to Relativistic Quantum Field Theory by Silvan S. Schweber, 2005-06-17 The Quantum Theory of Fields, Vol. 1 and Vol. 2 (2 Vol. Set) by Steven Weinberg, 1996-08-13 General Principles of Quantum Field Theory (Mathematical Physics and Applied Mathematics) by N.N. Bogolubov, Anatoly A. Logunov, et all 1989-12-31 Particle Physics and Introduction to Field Theory (Contemporary Concepts in Physics, Vol. 1) by T.D. Lee, 1981-08-15 Geometry and Quantum Field Theory: June 22-July 20, 1991, Park City, Utah (Ias/Park City Mathematics, Vol 1) by Daniel S. Freed, 1995-03-24 The Quantum Theory of Fields 3 Volume Paperback Set (v. 1-3) by Steven Weinberg, 2005-05-23 Statistical Field Theory: An Introduction to Exactly Solved Models in Statistical Physics (Oxford Graduate Texts) by Giuseppe Mussardo, 2009-11-02 Electromagnetic Field Theory Fundamentals by Bhag Singh Guru, Hüseyin R. Hiziroglu, 2009-07-23 Conceptual Developments of 20th Century Field Theories by Tian Yu Cao, 1998-06-28

lists with details

61. Bluestem Document Server
    A course on introductory field theory with postscript notes.Category Science Physics Quantum field theory CoursesBluestem Document Server /homes/home1/keung/public_html/class/qft/ No suchfile or directory. Bluestem UIC WWW Identification Service - www@uic.edu.  
    http://www.uic.edu/~keung/class/qft/

62. [gr-qc/9707062] Quantum Field Theory In Curved Spacetime
    These postscript lectures deal with selected aspects of quantum field theory in curved spacetime  
    http://xxx.lanl.gov/abs/gr-qc/9707062
    
    Extractions: These lectures deal with selected aspects of quantum field theory in curved spacetime including the following topics: (1) Quantization of fields on a curved background, particle creation by gravitational fields, particle creation in an expanding universe; moving mirror radiation. (2) The Hawking effect - particle creation by black holes. (3) Ultraviolet and infrared divergences, renormalization of the expectation value of the stress tensor; global symmetry breaking in curved spacetime. (4) Negative energy in quantum field theory, its gravitational effects, and inequalities which limit negative energy densities and fluxes. (5) The semiclassical theory of gravity and its limitations, breakdown of this theory due to metric fluctuations, lightcone fluctuations. References and citations for this submission:

63. Quantum Field Theory - Wikipedia
    Quantum field theory. Quantum field theory is an extension of quantum mechanicsfrom point particles to fields, such as the electromagnetic field.  
    http://www.wikipedia.org/wiki/Quantum_field_theory
    
    Extractions: Main Page Recent changes Edit this page Older versions Special pages Set my user preferences My watchlist Recently updated pages Upload image files Image list Registered users Site statistics Random article Orphaned articles Orphaned images Popular articles Most wanted articles Short articles Long articles Newly created articles All pages by title Blocked IP addresses Maintenance page External book sources Printable version Talk Log in Help From Wikipedia, the free encyclopedia. Quantum field theory is an extension of quantum mechanics from point particles to fields, such as the electromagnetic field. Development of a new theory was needed because ordinary quantum mechanics cannot describe creation or annihilation of elementary particles and is incompatible with Einstein 's theory of special relativity Quantum field theory was developed during by several physicists, including Dirac Pauli Tomonaga Schwinger ... Feynman , and Dyson . It is the foundation of modern theories of elementary particles affected by electromagnetism , weak and strong interactions. The quantum field theory description of electromagnetic phenomena, or the theory of quantum electrodynamics , is one of the best tested theories.

64. General Systems, Unified Field Theory, Cosmology, Gravity: John Gowan's Homepage
    Articles on gravitation, cosmology, unified field theory, particle physics, and general systems.  
    http://www.people.cornell.edu/pages/jag8/

65. Quantum Field Theory P621 Home Page
    P621 Quantum field theory Department of Physics, Indiana University. This courseis the first semester of a two semester sequence in Quantum field theory.  
    http://media4.physics.indiana.edu/~sg/p621.html
    
    Extractions: Meets: Tuesday and Thursday, 12:20 p.m. to 2:15 p.m. in Swain West 217 This course is the first semester of a two semester sequence in Quantum Field Theory. You may examine the syllabus for the course or the syllabus for the second semester of the last previous year I taught P622 by clicking on either hyperlink. The textbook An Introduction to Quantum Field Theory by M. E. Peskin and D. V. Schroeder was first published in 1995. You should get the latest printing from the bookstore. Corrections to the text may be found here Some quotes from lecture 1 We shall be learning a little bit about how to compute Feynman amplitudes via computer programs. As you will soon recognize after calculating a few cross sections, it can be pretty tedious to carry out the trace calculations. In class, we will discuss one Mathematica based program called FeynCalc. You can find a PostScript version of the Users Guide for FeynCalc here. Sections 1 and 2, i.e., pages 1-20 should give you enough information to get started with diagrams that don't have loops.

66. Essay On The Unified Theory Of The Classical Fields Of Gravitation And Electroma
    A new attempt to establish a unified theory of the classical fields of gravitation and electromagnetism which complies with the geometric paradigm of the theory of relativity of Albert Einstein.  
    http://www.e-kr.org
    
    Extractions: Essay on the Unified Theory of the Classical Fields of Gravitation and Electromagnetism After the publication of the general theory of relativity in 1916, Albert Einstein tried to establish a unified theory of the classical fields of gravitation and electromagnetism. Although he published many attempts on the subject until 1955, it is sadly wise to say that he did not succeed. We would like to introduce a new attempt to establish a unified theory of the classical fields of gravitation and electromagnetism which complies with the geometric paradigm of the theory of relativity of Albert Einstein. The theory we shall describe is geometrically unified in the sense that the fields equations, and the Hamiltonian function from which they derive, are formally unified entities (i.e. they are not the sum of several independent parts) which depend only on the metric of the particular spacetime being considered. The essay is downloadable in "TeX", "DVI" and "pdf" formats. Download of the essay: "TeX" Format (121 KB)

67. Quantum Field Theory P622 Home Page
    P622 Quantum field theory Department of Physics, Indiana University. This courseis the second semester of a two semester sequence in Quantum field theory.  
    http://media4.physics.indiana.edu/~sg/p622.html
    
    Extractions: Meets: Tuesday and Thursday, 12:20 p.m. to 2:15 p.m. in Swain West 220 This course is the second semester of a two semester sequence in Quantum Field Theory. You may examine the syllabus for the course or the syllabus for the first semester by clicking on either hyperlink. The textbook An Introduction to Quantum Field Theory by M. E. Peskin and D. V. Schroeder has just recently been published. Corrections to the text may be found here You probably got the code and documentation for FeynCalc last semester. In case you didn't, you can find a PostScript version of the Users Guide for FeynCalc here. A tar (tape archive) file with the code for FeynCalc version 1.44 can be fetched by clicking here . This tar file can be used on a UNIX system where it can be unpacked with the command "tar -xvf FeynCalc1.44.tar". This will create a subdirectory FeynCalc with all the code necessary for FeynCalc. See me if you need additional help. Here is a file containing FeynCalc commands to calculate the traces for pair creation

68. Aurora Explanation And Simulation Proposed
    Unified field theory explains Auroras Borealis and Australis and suggests an experimental simulation using an iron core container with electric coil wrapping and electron gun.  
    http://www.allanstime.com/UnifiedFieldTheory/Aurora/
    
    Extractions: UTC Allan's TIME Unified Field Theory Potential Research Liquid Nitrogen Simulation of Aurora Borealis Unified Field Theory explains Auroras Borealis and Australis based on diallel field lines. A laboratory experiment properly combining magnetic and gravitational fields is suggested as validation. Aurora Borealis and the Earth's Magnetic Field Liquid Nitrogen simulation of Aurora Borealis Quoting from the book Solar System Astrophysics by Brandt and Hodge (p406), "The displays of Aurora Borealis and Aurora Australis have excited the imagination of men for many years. Considerable observational and theoretical effort has been devoted to the solution of the auroral problem, but essential understanding is yet to come." The Aurora Borealis is a good example of atmospheric conditions being in the correct alignment to see radiation in the visible from the high-energy electrons following diallel lines and causing atmospheric molecules to move to an excited energy state after which they emit in the visible, which we see.

69. GEOMETRIC METHODS FOR QUANTUM FIELD THEORY
    GEOMETRIC METHODS FOR QUANTUM field theory Proceedings of the Summer School Villade Leyva, Colombia 12 30 July 1999 edited by Hernan Ocampo (Universidad del  
    http://www.wspc.com/books/physics/4461.html
    
    Extractions: Both mathematics and mathematical physics have many active areas of research where the interplay between geometry and quantum field theory has proved extremely fruitful. Duality, gauge field theory, geometric quantization, Seiberg–Witten theory, spectral properties and families of Dirac operators, and the geometry of loop groups offer some striking recent examples of modern topics which stand on the borderline between geometry and analysis on the one hand and quantum field theory on the other, where the physicist's and the mathematician's perspective complement each other, leading to new mathematical and physical concepts and results. This volume introduces the reader to some basic mathematical and physical tools and methods required to follow the recent developments in some active areas of mathematical physics, including duality, gauge field theory, geometric quantization, Seiberg–Witten theory, spectral properties and families of Dirac operators, and the geometry of loop groups. It comprises seven self-contained lectures, which should progressively give the reader a precise idea of some of the techniques used in these areas, as well as a few short communications presented by young participants at the school.

70. CONNECTIONS IN CLASSICAL AND QUANTUM FIELD THEORY
    CONNECTIONS IN CLASSICAL AND QUANTUM field theory by L Mangiarotti (Universityof Camerino, Italy) G Sardanashvily (Moscow State University, Russia  
    http://www.wspc.com/books/physics/2524.html
    
    Extractions: Geometrical notions and methods play an important role in both classical and quantum field theory, and a connection is a deep structure which apparently underlies the gauge-theoretical models in field theory and mechanics. This book is an encyclopaedia of modern geometric methods in theoretical physics. It collects together the basic mathematical facts about various types of connections, and provides a detailed exposition of relevant physical applications. It discusses the modern issues concerning the gauge theories of fundamental fields. The authors have tried to give all the necessary mathematical background, thus making the book self-contained. This book should be useful to graduate students, physicists and mathematicians who are interested in the issue of deep interrelations between theoretical physics and geometry. Contents: Geometric Interlude Connections Connections in Lagrangian Field Theory Connections in Hamiltonian Field Theory Connections in Classical Mechanics Gauge Theory of Principal Connections Space–Time Connections Algebraic Connections Superconnections Connections in Quantum Mechanics Connections in BRST Formalism Topological Field Theories Anomalies Connections in Non-Commutative Geometry

71. School Of Chemistry, Physics & Earth Sciences
    Process Physics is a new way of modelling reality. The fundamental premise derived limits to logic implied by Godels theorem used to create a model generating both General Relativity and Quantum field theory at a higher level.  
    http://ph131.ph.flinders.edu.au/html/people/processphysics.html

72. Particle And Field Theory
    Research Groups Particle and field theory. Gerald V. Dunne Ph Welcometo the Particle and field theory Group. We conduct research on  
    http://www.phys.uconn.edu/groups/particle.html
    
    Extractions: Welcome to the Particle and Field Theory Group. We conduct research on a broad range of aspects of Theoretical Physics. This research effort ranges from the study of gauge invariance in quantum field theory, to the fundamental constituents of nature such as quarks and gluons, to the interface of particle physics with General Relativity, Cosmology and Astrophysics, and to the general nature of symmetry and symmetry breaking in quantum field theory.

73. Tachyon Field Theory
    TACHYON field theory. However farfetched such a concept may seem, concrete evidenceexists to back up the theory supporting Tachyons and a Tachyon Field.  
    http://www.macrobiotic.org/health11.html
    
    Extractions: Original TACHYON PRODUCTS TACHYON ENERGY: The Most Abundant, Natural Source of Energy in the Universe TACHYON FIELD THEORY Tachyon , meaning swift particle , was the name given by Dr. Feinberg at M.I.T. to a theoretical particle which travels faster than the speed of light. According to modern physics, no particle can go faster than the speed of light. To entertain the notion of a faster-than-light particle, one must step into a theoretical world where time travels backward and objects have negative mass. However far-fetched such a concept may seem, concrete evidence exists to back up the theory supporting Tachyons and a Tachyon Field. Electrons seem to appear from nowhere, and disappear into "nowhere". No one has been able to clearly identify a source for electrons that explains how they can be manufactured continuously out of "nowhere". Some possible electron precursors, like the decay of light photons, can only account for a very small number of the electrons which exist. This fact begs for explanation, and Tachyon theory supplies some very reasonable answers. Since existence of a Tachyon Universe cannot be proven by instrumentation currently available, Tachyon theory is constructed by examining observable effects and drawing conclusions. Since Tachyon theory blurs the distinction between

74. KLUWER Academic Publishers | Quantum Field Theory
    USD / 116.00 GBP Add to cart. Conformal Quantum field theory in DDimensionsEfim S. Fradkin, Mark Ya. Palchik August 1996, ISBN  
    http://www.wkap.nl/home/topics/G/7/3/

75. KLUWER Academic Publishers | Algebraic Number Theory, Field Theory And Polynomia
    Home » Browse by Subject » Mathematics » Algebra and Number Theory» Algebraic Number Theory, field theory and Polynomials. Sort  
    http://www.wkap.nl/home/topics/J/8/4/

76. International Symposium On Lattice Field Theory 1997
    Lattice '97, the XV International Symposium on Lattice field theory, will take placeat the University of Edinburgh, in Edinburgh, Scotland, from July 22 to  
    http://www.ph.ed.ac.uk/lat97/

77. Introduction To Quantum Field Theory
    http://bolvan.ph.utexas.edu/~vadim/Classes/2000f.html
    
    Extractions: The Introduction to Quantum Field Theory is a two-semester course. Content-wise, this is a continious 29-week long course, but for administrative purposes it is split in two: PHY 396 K Quantum Field Theory I, usually taught in the Fall, and PHY 396 L Quantum Field Theory II, usually taught in the Spring. Physics-wise, the split is rather arbitrary, so the students interested in the Quantum Field Theory should take both halves of the course. This document is the syllabus for the whole course as taught in the academic year 2000/01 ( i.e. taught in Fall 2000 and taught in Spring 2001) by Dr. Vadim Kaplunovsky . Note that future offering of the Quantum Field Theory course may vary. To avoid administrative problems, there are no formal prerequisites for the 396K course. Which means that IF you have taken a graduate-level QM course before coming to the UT, you may enroll in the 396K right away. On the other hand, if you have only taken a regular underground-level QM and J.J.Sakurai's Modern Quantum Mechanics is all Japanese to you, than taking the QFT course right away would be rather unwise even though it's allowed by the rules and nobody would stop you and you should really take the 389K course (graduate QM) first.

78. Physics Encyclopedia: Quantum Field Theory
    This page contains structured educational resources on Quantum FieldTheory and QED. Quantum field theory. Physics Main Other  
    http://members.tripod.com/~IgorIvanov/physics/qft.html

79. Cstar
    An introduction to C* Algebras and their applications in field theory.  
    http://math.ucr.edu/home/baez/cstar.html
    
    Extractions: I'd like to say a bit about the importance of C*-algebras in physics. I'll carefully avoid any sort of mathematical details and focus on the basic physical ideas. Everything will be nonrigorous, handwavy, and vague. I won't even define what a C*-algebra is! I just want to get you interested. For details, try some of the references at the end. In quantum mechanics we often start by taking classical observables and writing down some formulas which say that actually these observables don't commute. The famous example is of course pq - qp = i hbar but there are many others. When we do this, what we're really doing is defining an algebra - physicists would usually call it an "algebra of observables". C*-algebras are a way of making this precise. They were invented by Irving Segal in 1947. However, his work was based on that of others, especially von Neumann's papers with Murray the foundations of quantum mechanics, and also the ideas of Gelfand and Naimark. Now, observables aren't much use without states. One way to get ahold of states is to take your algebra of observables and represent it as an algebra of operators on a Hilbert space. Then unit vectors in your Hilbert space represent states.

80. Introduction To Field Theory
    Introduction to field theory Lecture by Ronald Kleiss ( University of Nijmegen,NL ) 1/10, Introduction to field theory Lecture 1, no slides, no slides.  
    http://www.wlap.org/cern/lectures/academ/2000/kleiss/
    
    Extractions: Lecture by Ronald Kleiss University of Nijmegen, NL CERN, Geneva 23 Oct 2000 Summary: Starting from the notion of path integrals as developed by Feynman, we discuss field theory in zero spacetime dimensions. The concepts of perturbation expansions, connected amplitudes, Feynman diagrams, classical solutions, renormalization and the effective action are developed. The model is extended to four spacetime dimensions, and the full Feynman rules for relativisitc scalar theory derived. The S matrix and the concept of unitarity are discussed, leading to the amputation rules for S matrix elements from considerations of unitarity. The rules are extended to include particles with spin-1/2 and spin-1. The high-energy behaviour of the theory is discussed as a method to derive the gauge symmetry of the various models. Lecture no slides Introduction to Field Theory - Lecture 2 Introduction to Field Theory - Lecture 3 Introduction to Field Theory - Lecture 4 Introduction to Field Theory - Lecture 5 ... Introduction to Field Theory - Lecture 10 Additional Notes: Notes in PostScript format are also available (right-click to download).

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