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The One Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension

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The One Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension (Classic Reprint) - Percus, Jerome K
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Excerpt from The One Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension The one body Dirac density for a non-interacting many body system is written down in terms of an operator acting on the Dirac delta function and also in terms of an operator integral. The Thomas Fermi approximation is extracted from the operator integral introduced in Sec. 1. About the Publisher Forgotten Books publishes hundreds of thousands of rare and classic books. Find more at ... This book is a reproduction of an ...

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The One Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension (Classic Reprint) 2019, Forgotten Books

ISBN-13: 9780365176381

Hardcover

The One Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension (Classic Reprint) 2019, Forgotten Books

ISBN-13: 9781332898107

Trade paperback

The one Body Wigner-Moyal Density for a Locally Linear Potential of Arbitrary Dimension 2015, Palala Press

ISBN-13: 9781342065445

Hardcover