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Casimir effect in source theory II |
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| Authors: | Julian Schwinger |
| Affiliation: | (1) University of California, 90024-1547 Los Angeles, CA, USA |
| Abstract: | Another derivation is presented, one that emphasizes the physical normalization conditions, and employs a mathematical property of a theta function that originated with S. D. Poisson. |
| Keywords: | 81V10 33D10 |
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