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- Shimizu_L-function abstract "In mathematics, a Shimizu L-function, introduced by Shimizu (1963) is a Dirichlet series associated to a totally real algebraic number field.Michael Francis Atiyah, H. Donnelly, and I. M. Singer (1983)defined the signature defect of the boundary of a manifold as the eta invariant, the value as s=0 of their eta function, and used this to show that Hirzebruch's signature defect of a cusp of a Hilbert modular surface can be expressed in terms of the value at s=0 or 1 of a Shimizu L-function.".
- Shimizu_L-function wikiPageExternalLink 2006957.
- Shimizu_L-function wikiPageExternalLink 12685.
- Shimizu_L-function wikiPageExternalLink 1970201.
- Shimizu_L-function wikiPageID "35100193".
- Shimizu_L-function wikiPageRevisionID "525867602".
- Shimizu_L-function author1Link "Michael Atiyah".
- Shimizu_L-function author3Link "Isadore Singer".
- Shimizu_L-function doi "10.2307".
- Shimizu_L-function first "H.".
- Shimizu_L-function first "I. M.".
- Shimizu_L-function first "Michael Francis".
- Shimizu_L-function hasPhotoCollection Shimizu_L-function.
- Shimizu_L-function issn "3".
- Shimizu_L-function issue "1".
- Shimizu_L-function journal Annals_of_Mathematics.
- Shimizu_L-function last "Atiyah".
- Shimizu_L-function last "Donnelly".
- Shimizu_L-function last "Singer".
- Shimizu_L-function pages "131".
- Shimizu_L-function title "Eta invariants, signature defects of cusps, and values of L-functions".
- Shimizu_L-function url 2006957.
- Shimizu_L-function volume "118".
- Shimizu_L-function year "1983".
- Shimizu_L-function subject Category:Zeta_and_L-functions.
- Shimizu_L-function comment "In mathematics, a Shimizu L-function, introduced by Shimizu (1963) is a Dirichlet series associated to a totally real algebraic number field.Michael Francis Atiyah, H. Donnelly, and I. M. Singer (1983)defined the signature defect of the boundary of a manifold as the eta invariant, the value as s=0 of their eta function, and used this to show that Hirzebruch's signature defect of a cusp of a Hilbert modular surface can be expressed in terms of the value at s=0 or 1 of a Shimizu L-function.".
- Shimizu_L-function label "Shimizu L-function".
- Shimizu_L-function sameAs m.0j66dvx.
- Shimizu_L-function sameAs Q7496872.
- Shimizu_L-function sameAs Q7496872.
- Shimizu_L-function wasDerivedFrom Shimizu_L-function?oldid=525867602.
- Shimizu_L-function isPrimaryTopicOf Shimizu_L-function.