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This book, derived from an innovative course of lectures, is a first introduction to the mathematical description of fields, flows and waves. It shows students, early in their studies, how many of the topics they have encountered are useful in constructin... more
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This is an introductory-level book on the principles of digital logic design. While providing coverage to the usual topics in combinational and sequential circuit principles, it also includes a chapter on the use of the hardware description language AB... more
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The Electromagnetic Model Vector Analysis Static Electric Fields Solution of Electrostatic Problems Steady Electric Currents Static Magnetic Fields Time-Varying Fields and Maxwell-s Equati... more
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Three chapters emphasize IC design, with SPICE simulations integrated into each one. * Concise, streamlined presentation of topics.... more
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Vibrations in space-time--or gravity waves--are the last prediction of Einstein's general theory of relativity yet to be observed directly. They are his unfinished symphony. Now Bartusiak captures the excitement as several gravity-wave observatories appro... more
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Peerless resource that can be used alone or as part of the complete set. Contents include wave functions of force-free particles, description of a particle in a box and in free space, particle in a field of force, more than one particle, eigenvalue proble... more
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Comprehensive, clearly presented work considers such subjects as quantization of the electron-positron field, response to an external field, quantization of free field, quantum electrodynamics, interacting fields, Heisenberg representation, the S-matrix,... more
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An Introduction to Quantum Field Theory is a textbook intended for the graduate physics course covering relativistic quantum mechanics, quantum electrodynamics, and Feynman diagrams. The authors make these subjects accessible through carefully worked exam... more
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Students of particle physics often find it difficult to locate resources to learn calculational techniques as intermediate steps are usually not given in the research literature. To a certain extent, this is the case even in some of the established textbooks. In this book of worked problems enough details are... more
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Detailed and self-contained, this text supplements its rigor with intuitive ideas and is geared toward beginning graduate students and advanced undergraduates. Topics include principal fiber bundles and connections; curvature; particle fields, Lagrangians... more
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- This is the best kind of popular science: informed, impassioned, and highly accessible. - Compare it to Stephen Hawking's The Universe in a Nutshell, but broader in scope and much more readable. - A crossover for the Young Adult market, now in the... more
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An Unabridged, Digitally Enlarged Printing To Include Seventy Figures And Numerous Examples: Kinematics - Dynamics Of A Particle - Kinetics Of A Single Particle - Kinetics Of Two Or More Particles - Statics Of A Rigid Solid - Kinetics Of A Rigid Solid - D... more
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Geometry through its fundamental transformations, the Poincare group, requires that wavefunctions belong to representations. Massless and massive representations are very different and their coupling almost impossible. Helicity-1 gives electromagnetism, helicity-2 gives gravitation; no higher helicities are possible. Basis states, thus the fundamental fields, are the potential and connection. General relativity... more
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This text considers waves the great unifying concept of physics. With minimal mathematics, it emphasizes the behavior common to phenomena such as earthquake waves, ocean waves, sound waves, and mechanical waves. Topics include velocity, vector and complex... more
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The first book-length exploration of the most exciting development in modern physics, the theory of 10-dimensional space. The theory of hyperspace, which Michio Kaku pioneered, may be the leading candidate for the Theory of Everything that Einstein spent Are there other dimensions beyond our own? Is time travel possible? Can... more
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This graduate-level text contains techniques for performing calculations in quantum field theory. It focuses chiefly on the dimensional method and the renormalization group methods. Additional topics include functional integration and differentiation. 1978 edition.... more
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The conformal group is the invariance group of geometry (which is not understood), the largest one. Physical applications are implied, as discussed, including reasons for interactions. The group structure as well as those of related groups are analyzed. An inhomogeneous group is a subgroup of a homogeneous one because of... more
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A fundamental and frequently cited book in two very exciting fields: pattern formation and synchronization of oscillators. Provides asymptotic methods that can be applied to the dynamics of self-oscillating fields of the reaction-diffusion type and of som... more