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Advances in Imaging and Electron Physics: Dirac's Difference Equation and the Physics of Finite Differences Volume 154
Contributor(s): Harmuth, Henning (Author), Meffert, Beate (Author), Hawkes, Peter W. (Editor)
ISBN: 0123742218     ISBN-13: 9780123742216
Publisher: Academic Press
OUR PRICE:   $272.25  
Product Type: Hardcover - Other Formats
Published: November 2008
Qty:
Annotation: In this volume, the authors extend the calculus of finite differences to Dirac's equation. They obtain solutions for particles with negative mass that are completely equivalent to the solutions with positive mass. In addition, they obtain solutions for nuclear distances of the order of 10-13m and less rather than for the usual atomic distances. They report a number of other deviations from the differential theory, for instance they found a slight deviation in the eigenvalues of an electron in a Coulomb field, similar to the Lamb shift. In two sections some surprising results are shown for the concept of space caused by the replacement of dx by delta x.
Additional Information
BISAC Categories:
- Science | Physics - Mathematical & Computational
- Technology & Engineering | Imaging Systems
- Science | Microscopes & Microscopy
Dewey: 621.367
Series: Advances in Imaging & Electron Physics
Physical Information: 0.9" H x 6.2" W x 8.9" (1.40 lbs) 336 pages
 
Descriptions, Reviews, Etc.
Publisher Description:
In this volume, the authors extend the calculus of finite differences to Dirac's equation. They obtain solutions for particles with negative mass that are completely equivalent to the solutions with positive mass. In addition, they obtain solutions for nuclear distances of the order of 10-13m and less rather than for the usual atomic distances. They report a number of other deviations from the differential theory, for instance they found a slight deviation in the eigenvalues of an electron in a Coulomb field, similar to the Lamb shift. In two sections some surprising results are shown for the concept of space caused by the replacement of dx by delta x.