Quantum Mechanics : a Fundamental Approach / K. Kong Wan.
Material type:
TextPublisher: Pan Stanford Publishing, 2018Edition: First editionDescription: 1 online resource : text file, PDFContent type: text Media type: computer Carrier type: online resourceISBN: 0203702417; 9781351333368; 1351333364; 9781351333351; 1351333356; 9781351333344; 1351333348; 9780203702413Subject(s): Quantum theory | Chemistry, Physical and theoretical | Mathematical physics | Physics -- Data processing | SCIENCE / Chemistry / Physical & Theoretical | SCIENCE / Mathematical Physics | SCIENCE / Quantum TheoryDDC classification: WB043 | WB048 | WB057 | WB063 | WB075 | SCMA202530 | SCPC0582 | SCPC1916 LOC classification: QC174.12Online resources: Taylor & Francis | Taylor & Francis | OCLC metadata license agreement Scope and content: "The mathematical formalism of quantum theory in terms of vectors and operators in infinite-dimensional complex vector spaces is very abstract. The definitions of many mathematical quantities used do not seem to have an intuitive meaning. This makes it difficult to appreciate the mathematical formalism and hampers the understanding of quantum mechanics. This book provides intuition and motivation to the mathematics of quantum theory, introducing the mathematics in its simplest and familiar form, for instance, with three-dimensional vectors and operators, which can be readily understood. Feeling confident about and comfortable with the mathematics used helps readers appreciate and understand the concepts and formalism of quantum mechanics. Quantum mechanics is presented in six groups of postulates. A chapter is devoted to each group of postulates with a detailed discussion. Systems with superselection rules, and some conceptual issues such as quantum paradoxes and measurement, are also discussed. The book concludes with several illustrative applications, which include harmonic and isotropic oscillators, charged particle in external magnetic fields and the AharonovBohm effect."--Provided by publisher.
"The mathematical formalism of quantum theory in terms of vectors and operators in infinite-dimensional complex vector spaces is very abstract. The definitions of many mathematical quantities used do not seem to have an intuitive meaning. This makes it difficult to appreciate the mathematical formalism and hampers the understanding of quantum mechanics. This book provides intuition and motivation to the mathematics of quantum theory, introducing the mathematics in its simplest and familiar form, for instance, with three-dimensional vectors and operators, which can be readily understood. Feeling confident about and comfortable with the mathematics used helps readers appreciate and understand the concepts and formalism of quantum mechanics. Quantum mechanics is presented in six groups of postulates. A chapter is devoted to each group of postulates with a detailed discussion. Systems with superselection rules, and some conceptual issues such as quantum paradoxes and measurement, are also discussed. The book concludes with several illustrative applications, which include harmonic and isotropic oscillators, charged particle in external magnetic fields and the AharonovBohm effect."--Provided by publisher.
OCLC-licensed vendor bibliographic record.