Structural Aspects Of Quantum Field Theory And Noncommutative Geometry (In 2 Volumes), Sec...
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※上記表示の販売価格は割引適用後の価格です 出版済み 3-5週間でお届けいたします。 場の量子論と非可換幾何の構造的側面 第2版 全2巻 Author: Grensing, Gerhard (Univ Of Kiel, Germany) Publisher: World Scientific ISBN: 9789811237010 Cover: HARDCOVER Date: 2021年09月 こちらの商品は学校・法人様向け(機関契約)のオンラインブック版がございます。 オンラインブックの価格、納期につきましては弊社営業員または当ECサイトよりお問い合わせください。 ![]() DESCRIPTION The book is devoted to the subject of quantum field theory. It is divided into two volumes. The first volume can serve as a textbook on main techniques and results of quantum field theory, while the second treats more recent developments, in particular the subject of quantum groups and noncommutative geometry, and their interrelation. The second edition is extended by additional material, mostly concerning the impact of noncommutative geometry on theories beyond the standard model of particle physics, especially the possible role of torsion in the context of the dark matter problem. Furthermore, the text includes a discussion of the Randall-Sundrum model and the Seiberg-Witten equations. TABLE OF CONTENTS Volume I: PART I - Classical Relativistic Field Theory: Kinematical Aspects Chapter 1: RELATIVISTIC FREE FIELDS: BOSONS Chapter 2: LAGRANGE FORMALISM FOR FIELDS Chapter 3: RELATIVISTIC INVARIANCE Chapter 4: SPECIAL RELATIVITY Chapter 5: RELATIVISTIC FREE FIELDS: FERMIONS Chapter 6: RELATIVISTIC FREE FIELDS AND SPIN Chapter 7: NEUTRAL FERMIONS Chapter 8: SYMMETRIES AND CONSERVATION LAWS Chapter 9: DIFFERENTIAL AND INTEGRAL CALCULUS FOR ANTICOMMUTING VARIABLES Volume I: PART II - Classical Relativistic Field Theory: Dynamical Aspects Chapter 10: DYNAMICAL PRINCIPLES: INTERNAL SYMMETRIES Chapter 11: DYNAMICAL PRINCIPLES: EXTERNAL SYMMETRIES Chapter 12: SUPERGRAVITY Chapter 13: COSMOLOGY Volume I: PART III - Relativistic Quantum Field Theory: Operator Methods Chapter 14: QUANTIZATION OF FREE FIELDS Chapter 15: QUANTUM MECHANICAL PERTURBATION THEORY Chapter 16: PERTURBATIVE QUANTUM ELECTRODYNAMICS Volume I: PART IV - Nonrelativistic Quantum Mechanics: Functional Integral Methods Chapter 17: PATH INTEGRAL QUANTIZATION Chapter 18: PATH INTEGRAL QUANTIZATION OF THE HARMONIC OSCILLATOR Chapter 19: EXPECTATION VALUES OF OPERATORS Chapter 20: PERTURBATIVE METHODS Chapter 21: NONPERTURBATIVE METHODS Chapter 22: HOLOMORPHIC QUANTIZATION Chapter 23: GHOST FERMIONS Volume I: PART V - Relativistic Quantum Field Theory: Functional Integral Methods Chapter 24: QUANTUM FIELDS ON A LATTICE Chapter 25: SELF INTERACTING BOSONIC QUANTUM FIELD Chapter 26: QUANTUM ELECTRODYNAMICS Chapter 27: QUANTUM CHROMODYNAMICS Volume I: PART VI - Quantum Field Theory at Nonzero Temperature Chapter 28: NONRELATIVISTIC SECOND QUANTIZATION Chapter 29: QUANTUM STATISTICAL MECHANICS Chapter 30: GRAND CANONICAL ENSEMBLE Chapter 31: BOSE-EINSTEIN CONDENSATION Chapter 32: SUPERCONDUCTIVITY Chapter 33: RELATIVISTIC QUANTUM FIELD THEORY AT NONZERO TEMPERATURE Chapter 34: FRACTIONAL QUANTUM HALL EFFECT Volume II: PART VII - Symmetries and Canonical Formalism Chapter 35: HAMILTONIAN FORMALISM AND SYMPLECTIC GEOMETRY Chapter 36: CONVENTIONAL SYMMETRIES Chapter 37: ACCIDENTAL SYMMETRIES Chapter 38: ANOMALOUS SYMMETRIES Volume II: PART VIII - Gauge Symmetries and Constrained Systems Chapter 39: CONSTRAINED SYSTEMS AND SYMPLECTIC REDUCTION Chapter 40: QUANTUM REDUCTION OF CONSTRAINED SYSTEMS Chapter 41: BRS QUANTIZATION OF CONSTRAINED SYSTEMS Volume II: PART IX - Weyl Quantization Chapter 42: WEYL QUANTIZATION OF BOSONS Chapter 43: WEYL QUANTIZATION OF BOSONS AND CANONICAL TRANSFORMATIONS Chapter 44: GEOMETRIC QUANTIZATION AND SPIN Chapter 45: WEYL QUANTIZATION OF FERMIONS Volume II: PART X - Anomalies in Quantum Field Theory Chapter 46: ANOMALIES AND INDEX THEOREMS Chapter 47: INTEGRATED ANOMALIES Volume II: PART XI - Noncommutative Geometry Chapter 48: NONCOMMUTATIVE GEOMETRY: ALGEBRAIC TOOLS Chapter 49: NONCOMMUTATIVE GEOMETRY: ANALYTIC TOOLS Chapter 50: NONCOMMUTATIVE GEOMETRY: PARTICLE PHYSICS Chapter 51: A GLANCE AT NONCOMMUTATIVE QUANTUM FIELD THEORY Chapter 52: Beyond the Standard Model and Noncommutative Geometry Volume II: PART XII - Quantum Groups Chapter 53: HOPF ALGEBRAS Chapter 54: QUASITRIANGULAR HOPF ALGEBRAS Chapter 55: QUANTUM GROUPS: BASIC EXAMPLE Volume II: PART XIII - Noncommutative Geometry and Quantum Groups Chapter 56: QUANTUM GROUPS AND THE NONCOMMUTATIVE TORUS Chapter 57: QUANTUM HALL EFFECT WITH REALISTIC BOUNDARY CONDITIONS Chapter 58: Theta Functions, the Heisenberg-Weyl Group and the Metaplectic Group
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