This book contains a dramatic and revealing translation of this ancient classic into English. The Chinese original is set side-by-side with the translation. Two things set this translation apart from all previous ones. First, archeological findings are used to uncover the meaning of passages obscured for thousands of years. Second, it preserves the flavor of the orignal in a poetic rendition. An introductory part of this book provides the historical and philosophical background to the I Ching. The story is told of the ancient Chinese civilization, pointing out events and figures mentioned in the I Ching. The undisguised face of the I Ching will appeal to the modern reader, who will read it in his or her own individual way, as poetry, as discoverer of self, or as soothsayer. It is in the grand tradition of the I Ching for different people to see different things. To Confucius, who was born in 550 B.C., it was a source of ethics.; To Leibnitz, the eighteenth-century inventor of calculus, it was the essence of binary mathematics.; To Jung Freud's rival in psychology, it was an explorer of the unconscious.; To some Wall Streeters, it predicts the stock market.; As a companion to this book, a computer software, Huang's I Ching offers computerized consultations of the I Ching. In the court of Zhou, they used to do this by counting stalks of the yarrow reed. Results of the court would indicate what passages to read. In later ages, yarrow-counting was replaced by coin-tossing, as a ritual closer to people's lifestyle. And now, the I Ching is ready for the future.

This interesting book provides the physical and mathematical background for a theory describing the universe as a quantum superfluid, and how dark energy and dark matter arise. Presenting a novel theory spanning many different fields in physics, the key concepts in each field are introduced.The reader is only expected to know the rudiments of condensed matter physics, quantum field theory and general relativity to explore this fascinating new model of dark matter and dark energy as facets of a cosmic superfluid.

'Kenneth Wilson was a brilliant and creative contributor to the work on renormalization groups and phase transitions. He applied his multifaceted genius to condensed matter physics as well as nuclear and elementary particle physics.'by Murray Gell-MannThe purpose of bringing out this volume is to commemorate the memory of Ken Wilson and to preserve the legacy of his ground-breaking advances. This volume brings together a collection of articles written by colleagues of Ken Wilson as well as fellow physicists and scholars - some of who knew him personally and others who are knowledgeable about his sterling contributions to the foundations of theoretical physics.To commemorate the memory of Ken Wilson, many leading and illustrious physicists have contributed to this volume - Ian Affleck, Belal E Baaquie, Ken Bowler, Edouard Brezin, Tohru Eguchi, Michael E Fisher, Paul Ginsparg, Domenico Giuliano, Stanislaw Glazek, Bailin Hao, Kerson Huang, Roman Jackiw, Richard Kenway, H R Krishnamurthy, N D Mermin, Stuart Pawley, Michael Peskin, Alexander Polyakov, John Schwarz, R Shankar, Akira Ukawa, David Wallace, Franz Wegner, Steven Weinberg, and Anthony Zee.

'Kenneth Wilson was a brilliant and creative contributor to the work on renormalization groups and phase transitions. He applied his multifaceted genius to condensed matter physics as well as nuclear and elementary particle physics.'by Murray Gell-MannThe purpose of bringing out this volume is to commemorate the memory of Ken Wilson and to preserve the legacy of his ground-breaking advances. This volume brings together a collection of articles written by colleagues of Ken Wilson as well as fellow physicists and scholars - some of who knew him personally and others who are knowledgeable about his sterling contributions to the foundations of theoretical physics.To commemorate the memory of Ken Wilson, many leading and illustrious physicists have contributed to this volume - Ian Affleck, Belal E Baaquie, Ken Bowler, Edouard Brezin, Tohru Eguchi, Michael E Fisher, Paul Ginsparg, Domenico Giuliano, Stanislaw Glazek, Bailin Hao, Kerson Huang, Roman Jackiw, Richard Kenway, H R Krishnamurthy, N D Mermin, Stuart Pawley, Michael Peskin, Alexander Polyakov, John Schwarz, R Shankar, Akira Ukawa, David Wallace, Franz Wegner, Steven Weinberg, and Anthony Zee.

Gauge fields are the messengers carrying signals between elementary particles, enabling them to interact with each other. Originating at the level of quarks, these basic interactions percolate upwards, through nuclear and atomic physics, through chemical and solid state physics, to make our everyday world go round. This book tells the story of gauge fields, from Maxwell's 1860 theory of electromagnetism to the 1954 theory of Yang and Mills that underlies the Standard Model of elementary particle theory. In the course of the narration, the author introduces people and events in experimental and theoretical physics that contribute to ideas that have shaped our conception of the physical world.

This is perhaps the most up-to-date book on Modern Elementary Particle Physics. The main content is an introduction to Yang-Mills fields, and the Standard Model of Particle Physics. A concise introduction to quarks is provided, with a discussion of the representations of SU(3).The Standard Model is presented in detail, including such topics as the Kobayashi-Maskawa matrix, chiral symmetry breaking, and the -vacuum. Theoretical topics of a more general nature include path integrals, topological solitons, renormalization group, effective potentials, the axial anomaly, and lattice gauge theory.This second edition, which has been expanded, incorporates the following new subjects: Wilson's renormalization scheme, and its relation to perturbative renormalization; pitfalls in quantizing gauge fields, such as the Gribov ambiguity; the lattice as a consistent regularization; Monte Carlo methods of solution; and the issues, folklores, and scenarios of quark confinement. More than a quarter of the book comprise of new materials.This book may be used as a text for a one-semester course on advanced quantum field theory, or reference book for particle physicists.

This is perhaps the most up-to-date book on Modern Elementary Particle Physics. The main content is an introduction to Yang-Mills fields, and the Standard Model of Particle Physics. A concise introduction to quarks is provided, with a discussion of the representations of SU(3).The Standard Model is presented in detail, including such topics as the Kobayashi-Maskawa matrix, chiral symmetry breaking, and the -vacuum. Theoretical topics of a more general nature include path integrals, topological solitons, renormalization group, effective potentials, the axial anomaly, and lattice gauge theory.This second edition, which has been expanded, incorporates the following new subjects: Wilson's renormalization scheme, and its relation to perturbative renormalization; pitfalls in quantizing gauge fields, such as the Gribov ambiguity; the lattice as a consistent regularization; Monte Carlo methods of solution; and the issues, folklores, and scenarios of quark confinement. More than a quarter of the book comprise of new materials.This book may be used as a text for a one-semester course on advanced quantum field theory, or reference book for particle physicists.

This book contains a dramatic and revealing translation of this ancient classic into English. The Chinese original is set side-by-side with the translation. Two things set this translation apart from all previous ones. First, archeological findings are used to uncover the meaning of passages obscured for thousands of years. Second, it preserves the flavor of the orignal in a poetic rendition. An introductory part of this book provides the historical and philosophical background to the I Ching. The story is told of the ancient Chinese civilization, pointing out events and figures mentioned in the I Ching. The undisguised face of the I Ching will appeal to the modern reader, who will read it in his or her own individual way, as poetry, as discoverer of self, or as soothsayer. It is in the grand tradition of the I Ching for different people to see different things. To Confucius, who was born in 550 B.C., it was a source of ethics.; To Leibnitz, the eighteenth-century inventor of calculus, it was the essence of binary mathematics.; To Jung Freud's rival in psychology, it was an explorer of the unconscious.; To some Wall Streeters, it predicts the stock market.; As a companion to this book, a computer software, Huang's I Ching offers computerized consultations of the I Ching. In the court of Zhou, they used to do this by counting stalks of the yarrow reed. Results of the court would indicate what passages to read. In later ages, yarrow-counting was replaced by coin-tossing, as a ritual closer to people's lifestyle. And now, the I Ching is ready for the future.

Written by a world-renowned theoretical physicist, Introduction to Statistical Physics, Second Edition clarifies the properties of matter collectively in terms of the physical laws governing atomic motion. This second edition expands upon the original to include many additional exercises and more pedagogically oriented discussions that fully explain the concepts and applications.

The book first covers the classical ensembles of statistical mechanics and stochastic processes, including Brownian motion, probability theory, and the Fokker-Planck and Langevin equations. To illustrate the use of statistical methods beyond the theory of matter, the author discusses entropy in information theory, Brownian motion in the stock market, and the Monte Carlo method in computer simulations. The next several chapters emphasize the difference between quantum mechanics and classical mechanics-the quantum phase. Applications covered include Fermi statistics and semiconductors and Bose statistics and Bose-Einstein condensation. The book concludes with advanced topics, focusing on the Ginsburg-Landau theory of the order parameter and the special kind of quantum order found in superfluidity and superconductivity.

Assuming some background knowledge of classical and quantum physics, this textbook thoroughly familiarizes advanced undergraduate students with the different aspects of statistical physics. This updated edition continues to provide the tools needed to understand and work with random processes.

This book fills the need for an intermediate undergraduate textbook on statistical physics. The subject is introduced from a phenomenalogical stance and presented in terms of thermodynamics, stressing the power and practicality of this approach. The atomic view is then discussed and formal stistical mechanics is brought in. Finally the reader is brought back to phenomenology, in the treatment of noise and random processes.
Examples are drawn from topics of strong current interest, such as quantum optics, superconductivity and Bose-Einstein condensation. The book contains a large number of examples and a solutions manual and teachers guide will accompany the text.
* distiguished and renowned author
* topical presentation of core subject

As the proceedings of a symposium in honor of Victor Weisskopf at MIT, this volume contains papers by leaders of physics at the time, including M Delbr ck, M Gell-Mann, H Bethe, T D Lee, B R Mottelson, W K H Panofsky, E Purcell, J Schwinger, S M Ulam, and others. Some papers address problems in the philosophy of physics, and physics and society, that are timeless in nature. But the symposium had a historical significance, in that it took place at a historic juncture of particle physics - the emergence of the Standard Model owing to experiments that point to the existence of quarks. Some of the papers reflect both the pre-quark and post-quark points of view. For these reasons, these proceedings merit reissue and reexamination.

This book contains a dramatic and revealing translation of this ancient classic into English. The Chinese original is set side-by-side with the translation. Two things set this work apart from other translated versions. First, archeological findings are used to uncover the meaning of passages obscured for thousands of years. Second, it preserves the flavor of the original in a poetic rendition. An introductory part of this book provides the historical and philosophical background to the I Ching. The story is told of the ancient Chinese civilization, pointing out events and figures mentioned in the I Ching. The undisguised face of the I Ching will appeal to the modern reader, who will read it in his or her own individual way, as poetry, as discoverer of self, or as soothsayer. It is in the grand tradition of the I Ching for different people to see different things. To Confucius, who was born in 550 B.C., it was a source of ethics. To Leibnitz, the eighteenth-century inventor of calculus, it was the essence of binary mathematics. To Jung Freud's rival in psychology, it was an explorer of the unconscious. To some Wall Streeters, it predicts the stock market. This second edition includes a new chapter on a historical perspective, and other additions, changes and minor reformatting.

This book introduces an approach to protein folding from the point of view of kinetic theory. There is an abundance of data on protein folding, but few proposals are available on the mechanism driving the process. Here, presented for the first time, are suggestion on possible research directions, as developed by the author in collaboration with C. C. Lin. The first half of this invaluable book contains a concise but relatively complete review of relevant topics in statistical mechanics and kinetic theory. It includes standard topics such as thermodynamics, the Maxwell-Boltzmann distribution, and ensemble theory. Special discussions include the dynamics of phase transitions, and Brownian motion as an illustration of stochastic processes. The second half develops topics in molecular biology and protein structure, with a view to discovering mechanisms underlying protein folding. Attention is focused on the energy flow through the protein in its folded state. A mathematical model, based on the Brownian motion of coupled harmonic oscillators, is worked out in the appendix.