In the ultimate guide to the ultimate mystery--the quantum world--an award-winning scientist and a master of popular science writing explains recent breakthroughs and the wondrous possibilities that lie in the future. Illustrations throughout.
Hailed by Linus Pauling as "excellent," thisgraduate-leveltreatment interweaves applications of theory with development of mathematical structure. Topics include wave packets, two-particle central-field problem, many-particle problem, much more. 1937 edition."
In this outstanding book Susan Strehle argues that a new fiction has developed from the influence of modern physics. She calls this new fiction actualism, and within that framework she offers a critical analysis of major novels by Thomas Pynchon, Robert Coover, William Gaddis, John Barth, Margaret Atwood, and Donald Barthelme. According to Strehle, the actualists balance attention to questions of art with an engaged meditation on the external, actual world. While these actualist novels diverge markedly from realistic practice, Strehle claims that they do so in order to reflect more acutely what we now understand as real. Reality is no longer "realistic"; in the new physical or quantum universe, reality is discontinuous, energetic, relative, statistical, subjectively seen, and uncertainly known -- all terms taken from new physics. Actualist fiction is characterized by incompletions, indeterminacy, and "open" endings unsatisfying to the readerly wish for fulfilled promises and completed patterns. Gravity's Rainbow, for example, ends not with a period but with a dash. Strehle argues that such innovations in narrative reflect on twentieth-century history, politics, science, and discourse.
Discusses how philosophers, logicians, mathematicians, and scientists throughout history have attempted to define infinity, and how each attempt has driven the advancement of physics and mathematics, including the development of relativity and quantum mechanics.
Winner of the Nebula Award, this science fiction adventure “features sound characterization, straightforward plotting, abundant world building detail, and almost as much humor” (Booklist). As the young ruler of a destitute province burdened by obsolete technology, Kamoj Argali must marry to save her people from starvation. She has managed to make peace with her betrothal to the arrogant leader of a wealthy neighboring province. Then Havyrl Lionstar, a mysterious visitor to their land, steps in to claim Kamoj as his wife, sowing chaos in their lives. In this science fictional retelling of a classic folk tale, Havryl appears as a beast to Kamoj’s people. But what is the truth behind his strange, erratic behavior? In dealing with the upheavals he brings to their world, Kamoj discovers that the universe is much larger than she ever understood. This new edition contains a revised, expanded version of the essay that appeared in the original book, in which Catherine Asaro explains how she found inspiration for The Quantum Rose while earning her doctorate at the Harvard-Smithsonian Center for Astrophysics, where she studied the quantum theory of scattering processes. “A freestanding page-turner as a romance, with a hard science fiction framework.” —Publishers Weekly “Bolsters [Asaro’s] reputation for skillfully putting classic romance elements in an sf setting.” —Booklist “Fans of futuristic romance will revel in the delights of a top notch romantic adventure set against an impeccably crafted, richly imagined background.” —Romantic Times “Sturdy and absorbing.” —Kirkus Reviews “Asaro plants herself firmly into that grand SF tradition of future history franchises favored by luminaries like Heinlen, Asimov, Herbert, Anderson, Dickson, Niven, Cherryh, and BaxterBaxter.” —Paul Di Filippo, Locus
Quantum Physics: An Introduction guides you through the profound revolution in scientific thinking that overthrew classical physics in favor of quantum physics. The book discusses the basic ideas of quantum physics and explains its power in predicting the behavior of matter on the atomic scale, including the emission of light by atoms (spectra) and the operation of lasers. It also elucidates why the interpretation of quantum physics is still the subject of intense debate among scientists.
The Foundations of Quantum Theory discusses the correspondence between the classical and quantum theories through the Poisson bracket-commutator analogy. The book is organized into three parts encompassing 12 chapters that cover topics on one-and many-particle systems and relativistic quantum mechanics and field theory. The first part of the book discusses the developments that formed the basis for the old quantum theory and the use of classical mechanics to develop the theory of quantum mechanics. This part includes considerable chapters on the formal theory of quantum mechanics and the wave mechanics in one- and three-dimension, with an emphasis on Coulomb problem or the hydrogen atom. The second part deals with the interacting particles and noninteracting indistinguishable particles and the material covered is fundamental to almost all branches of physics. The third part presents the pertinent equations used to illustrate the relativistic quantum mechanics and quantum field theory. This book is of value to undergraduate physics students and to students who have background in mechanics, electricity and magnetism, and modern physics.
Over a period of fifty years, the quantum-classical or semi-classical theories have been among the most popular for calculations of rates and cross sections for many dynamical processes: energy transfer, chemical reactions, photodissociation, surface dynamics, reactions in clusters and solutions, etc. These processes are important in the simulation of kinetics of processes in plasma chemistry, chemical reactors, chemical or gas lasers, atmospheric and interstellar chemistry, as well as various industrial processes. This book gives an overview of quantum-classical methods that are currently used for a theoretical description of these molecular processes. It gives the theoretical background for the derivation of the theories from first principles. Enough details are provided to allow numerical implementation of the methods. The book gives the necessary background for understanding the approximations behind the methods and the working schemes for treating energy transfer processes from diatomic to polyatomic molecules, reactions at surfaces, non-adiabatic processes, and chemical reactions.
Quantum field theory (QFT) is one of the great achievements of physics, of profound interest to mathematicians. Most pedagogical texts on QFT are geared toward budding professional physicists, however, whereas mathematical accounts are abstract and difficult to relate to the physics. This book bridges the gap. While the treatment is rigorous whenever possible, the accent is not on formality but on explaining what the physicists do and why, using precise mathematical language. In particular, it covers in detail the mysterious procedure of renormalization. Written for readers with a mathematical background but no previous knowledge of physics and largely self-contained, it presents both basic physical ideas from special relativity and quantum mechanics and advanced mathematical concepts in complete detail. It will be of interest to mathematicians wanting to learn about QFT and, with nearly 300 exercises, also to physics students seeking greater rigor than they typically find in their courses. Erratum for the book can be found at michel.talagrand.net/erratum.pdf.