Lectures on Selected Topics in Mathematical Physics: Introduction to Lie theory with applications (IOP Concise Physics) - Tapa blanda

Schwalm, William A.

9781681744483: Lectures on Selected Topics in Mathematical Physics: Introduction to Lie theory with applications (IOP Concise Physics)

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ISBN 10: 1681744481 ISBN 13: 9781681744483

Editorial: IOP Concise Physics, 2017

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This book provides an introduction to Lie Theory for first year graduate students and professional physicists who may not have across the theory in their studies. In particular, it is a summary overview of the theory of finite groups, a brief description of a manifold, and then an informal development of the theory of one-parameter Lie groups, especially as they apply to ordinary differential equations. The treatment is informal, but systematic and reasonably self-contained, as it assumes a familiarity with basic physics and applied calculus, but it does not assume additional mathematical training. Interested readers should have a fair chance of finding symmetries of a second order differential equation and should be able to use it to reduce the order of the differential equation.

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Dr William A. Schwalm has been in the Department of Physics and Astrophysics at the University of North Dakota since 1980. His research is in condensed matter theory and application of mathematical methods to physical problems. He has taught lots of different physics courses at all levels. Current research involves application of Lie groups to finding generating functions for the stationary states of quantum systems, and also applying them to decoupling discrete dynamical systems. Another area of active interest is in finding Green functions for certain classes of lattice problems involving electron transport, vibrations and other collective excitations. Dr Schwalm has received two outstanding teaching awards, the University of Utah Physics Outstanding Undergraduate Instructor (1979) and the McDermott award for Excellence in Teaching, UND (1995).

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EditorialIOP Concise Physics
A�o de publicaci�n2017
ISBN 10 1681744481
ISBN 13 9781681744483
Encuadernaci�nTapa blanda
IdiomaIngl�s
N�mero de p�ginas86
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9780750328616: Lectures on Selected Topics in Mathematical Physics: Introduction to Lie Theory with Applications

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ISBN 10: 0750328614 ISBN 13: 9780750328616
Editorial: Morgan & Claypool, 2017
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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie theory with applications (Iop Concise Physics)

Schwalm, William A.

Publicado por Morgan & Claypool Publishers, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Soft cover. Condici�n: New. 8vo (25 cm), XV, 71 pp. Laminated wrappers. Synopsis: This book provides an introduction to Lie Theory for first year graduate students and professional physicists who may not have across the theory in their studies. In particular, it is a summary overview of the theory of finite groups, a brief description of a manifold, and then an informal development of the theory of one-parameter Lie groups, especially as they apply to ordinary differential equations. The treatment is informal, but systematic and reasonably self-contained, as it assumes a familiarity with basic physics and applied calculus, but it does not assume additional mathematical training. Interested readers should have a fair chance of finding symmetries of a second order differential equation and should be able to use it to reduce the order of the differential equation. N� de ref. del art�culo: 008438

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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie theory with applications (Iop Concise Physics)

Schwalm, William A

Publicado por Iop Concise Physics, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics Introduction to Lie theory with applications Iop Concise Physics

William A. Schwalm

Publicado por Morgan and Claypool Publishers, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics Introduction to Lie theory with applications Iop Concise Physics

William A. Schwalm

Publicado por Morgan and Claypool Publishers, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie theory with applications (Iop Concise Physics)

Schwalm, William A

Publicado por Iop Concise Physics, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie Theory with Applications

William A. Schwalm

Publicado por Morgan & Claypool Publishers, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie Theory With Applications

Schwalm, William A.

Publicado por Morgan & Claypool, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Lectures on Selected Topics in Mathematical Physics: Introduction to Lie Theory with Applications

Schwalm, William A.

Publicado por IOP Concise Physics, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Condici�n: New. Dieser Artikel ist ein Print on Demand Artikel und wird nach Ihrer Bestellung fuer Sie gedruckt. KlappentextrnrnThis book provides an introduction to Lie Theory for first year graduate students and professional physicists who may not have across the theory in their studies. In particular, it is a summary overview of the theory of finite gro. N� de ref. del art�culo: 596681841

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Lectures on Selected Topics in Mathematical Physics : Introduction to Lie theory with applications

William A. Schwalm

Publicado por IOP Concise Physics, 2017

ISBN 10: 1681744481 ISBN 13: 9781681744483

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Taschenbuch. Condici�n: Neu. nach der Bestellung gedruckt Neuware - Printed after ordering - This book provides an introduction to Lie Theory for first year graduate students and professional physicists who may not have across the theory in their studies. In particular, it is a summary overview of the theory of finite groups, a brief description of a manifold, and then an informal development of the theory of one-parameter Lie groups, especially as they apply to ordinary differential equations. The treatment is informal, but systematic and reasonably self-contained, as it assumes a familiarity with basic physics and applied calculus, but it does not assume additional mathematical training. Interested readers should have a fair chance of finding symmetries of a second order differential equation and should be able to use it to reduce the order of the differential equation. N� de ref. del art�culo: 9781681744483

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