Hardcover ISBN:  9780821841792 
Product Code:  CHEL/360.H 
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AMS Member Price:  $30.60 
Electronic ISBN:  9781470430368 
Product Code:  CHEL/360.H.E 
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Book DetailsAMS Chelsea PublishingVolume: 360; 1971; 148 ppMSC: Primary 81;
This book provides a clear and logical path to understanding what quantum mechanics is about. It will be accessible to undergraduates with minimal mathematical preparation: all that is required is an open mind, a little algebra, and a first course in undergraduate physics.
Quantum mechanics is arguably the most successful physical theory. It makes predictions of incredible accuracy. It provides the structure underlying all of our electronic technology, and much of our mastery over materials. But compared with Newtonian mechanics, or even relativity, its teachings seem obscure—they have no counterpart in everyday experience, and they sometimes contradict our simplest notions of how the world works. A full understanding of the theory requires prior mastery of very advanced mathematics. This book aims at a different goal: to teach the reader, step by step, how the theory came to be and what, fundamentally, it is about.
Most students learn physics by learning techniques and formulas. This is especially true in a field like quantum mechanics, whose content often contradicts our common sense, and where it's tempting to retreat into mathematical formalism. This book goes behind the formalism to explain in direct language the conceptual content and foundations of quantum mechanics: the experiments that forced physicists to construct such a strange theory, and the essential elements of its strangeness.ReadershipUndergraduates, graduate students, and research mathematicians interested in quantum mechanics.

Table of Contents

Chapters

Chapter 1. The failure of classical theory

Chapter 2. Consequences of a mistrust of theory

Chapter 3. Properties of electrons, photons; The De Broglie relations

Chapter 4. An analysis of electron diffraction

Chapter 5. Heisenberg’s principle of indeterminancy

Chapter 6. Interpretations of the Heisenberg principle

Chapter 7. Dynamical properties of microsystems

Chapter 8. Determinism and state; Statistical determinism

Chapter 9. Probability amplitudes; The superposition principle

Chapter 10. Summary and comment


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This book provides a clear and logical path to understanding what quantum mechanics is about. It will be accessible to undergraduates with minimal mathematical preparation: all that is required is an open mind, a little algebra, and a first course in undergraduate physics.
Quantum mechanics is arguably the most successful physical theory. It makes predictions of incredible accuracy. It provides the structure underlying all of our electronic technology, and much of our mastery over materials. But compared with Newtonian mechanics, or even relativity, its teachings seem obscure—they have no counterpart in everyday experience, and they sometimes contradict our simplest notions of how the world works. A full understanding of the theory requires prior mastery of very advanced mathematics. This book aims at a different goal: to teach the reader, step by step, how the theory came to be and what, fundamentally, it is about.
Most students learn physics by learning techniques and formulas. This is especially true in a field like quantum mechanics, whose content often contradicts our common sense, and where it's tempting to retreat into mathematical formalism. This book goes behind the formalism to explain in direct language the conceptual content and foundations of quantum mechanics: the experiments that forced physicists to construct such a strange theory, and the essential elements of its strangeness.
Undergraduates, graduate students, and research mathematicians interested in quantum mechanics.

Chapters

Chapter 1. The failure of classical theory

Chapter 2. Consequences of a mistrust of theory

Chapter 3. Properties of electrons, photons; The De Broglie relations

Chapter 4. An analysis of electron diffraction

Chapter 5. Heisenberg’s principle of indeterminancy

Chapter 6. Interpretations of the Heisenberg principle

Chapter 7. Dynamical properties of microsystems

Chapter 8. Determinism and state; Statistical determinism

Chapter 9. Probability amplitudes; The superposition principle

Chapter 10. Summary and comment