دانلود کتاب Advanced Concepts in Particle and Field Theory

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Cover\nHalf-title page\nTitle page\nCopyright page\nDedication page\nContents\nPreface\nI Preliminaries\n1 The nature of observing Nature\n 1.1 Fundamental physics as a natural science\n 1.2 Measurement units and dimensional analysis\n 1.3 The quantum nature of Nature and limits of information\n2 Fundamental physics: elementary particles and processes\n 2.1 The subject matter\n 2.2 Elementary particles: detection and predisposition in experiments\n 2.3 A historical inventory of the fundamental ingredients of the World\n 2.4 Lessons\nII The Standard Model\n3 Physics in spacetime\n 3.1 The Lorentz transformations and tensors\n 3.2 Relativistic kinematics: limitations and consequences\n 3.3 Feynman’s diagrams and calculus\n4 The quark model: combinatorics and groups\n 4.1 Bound states\n 4.2 Finite symmetries\n 4.3 Isospin\n 4.4 The eightfold way, the SU(3) f group and the u, d, s quarks\n5 Gauge symmetries and interactions\n 5.1 The non-relativistic U(1) example\n 5.2 Electrodynamics with leptons\n 5.3 Quantum electrodynamics with leptons\n 5.4 Quantum electrodynamics of hadrons\n6 Non-abelian gauge symmetries and interactions\n 6.1 The gauge symmetry of color\n 6.2 Concrete calculations\n 6.3 Non-perturbative comments\n7 The Standard Model\n 7.1 Boundary conditions and solutions of symmetric equations\n 7.2 The weak nuclear interaction and its consequences\n 7.3 The Standard Model\nIII Beyond the Standard Model\n8 Unification: the fabric of understanding Nature\n 8.1 Indications\n 8.2 Grand unified models\n 8.3 On the formalism and characteristics of scientific systems\n9 Gravity and the geometrization of physics\n 9.1 Einstein’s equivalence principle and gauge symmetry\n 9.2 Gravity vs. Yang–Mills interactions\n 9.3 Special solutions\n10 Supersymmetry: boson–fermion unification\n 10.1 The linear harmonic oscillator and its extensions\n 10.2 Supersymmetry in descriptions of Nature\n 10.3 Supersymmetric field theory\n 10.4 Classification of off-shell supermultiplets\n11 Strings: unification of all foundations of reality\n 11.1 Strings: recycling, recycling. . .\n 11.2 The theoretical system of (super)strings\n 11.3 Towards realistic string models\n 11.4 Duality and dual worldviews\n 11.5 Instead of an epilogue: unified theory of everything\nIV Appendices\nA Groups: structure and notation\n A.1 Groups: definitions and applications\n A.2 The U(1) group\n A.3 The SU(2) group\n A.4 The SU (3) group\n A.5 Orthogonal and Spin groups\n A.6 Spinors and Dirac γ-matrices\nB A lexicon\n B.1 The jargon\n B.2 Tensor calculus basics\n B.3 A telegraphic introduction to G¨odelian incompleteness\nC A few more details\n C.1 Nobel Prizes\n C.2 Some numerical values and useful formulae\n C.3 Answers to some exercises\nReferences\nIndex\nПустая страница