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Gluing Formula for Casimir Energies
- Kirsten, Klaus;
- Lee, Yoonweon
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2초록
We provide a completely new perspective for the analysis of Casimir forces in very general piston configurations. To this end, in order to be self-contained, we prove a gluing formula well known in mathematics and relate it with Casimir forces in piston configurations. At the center of our description is the Dirichlet-to-Neumann operator, which encodes all the information about those forces. As an application, the results for previously considered piston configurations are reproduced in a streamlined fashion.
키워드
Casimir energies; Casimir forces; BFK-gluing formula; zeta-determinant; Dirichlet-to-Neumann operator; ZETA-FUNCTIONS; DETERMINANTS; FORCE; PISTON
- 제목
- Gluing Formula for Casimir Energies
- 저자
- Kirsten, Klaus; Lee, Yoonweon
- 발행일
- 2018-01
- 유형
- Article
- 저널명
- Symmetry
- 권
- 10
- 호
- 1