Generalized Heat Kernel Coefficients for a New Asymptotic Expansion
作者:
Alexander A. Osipov,
Brigitte Hiller,
期刊:
AIP Conference Proceedings
(AIP Available online 1903)
卷期:
Volume 660,
issue 1
页码: 62-68
ISSN:0094-243X
年代: 1903
DOI:10.1063/1.1570560
出版商: AIP
数据来源: AIP
摘要:
The method which allows for asymptotic expansion of the one‐loop effective actionW= lndetAis formulated. The positively defined elliptic operatorA = U+M2depends on the external classical fields taking values in the Lie algebra of the internal symmetry groupG. Unlike the standard method of Schwinger ‐ DeWitt, the more general case with the nongenerate mass matrixM= diag(m1,m2, &ellip;) is considered. The first coefficients of the new asymptotic series are calculated and their relationship with the Seeley ‐ DeWitt coefficients is clarified. © 2003 American Institute of Physics
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