Higher Dimensional Dedekind Sums.
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Don Zagier (1973)
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L. Carlitz (1980)
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Benji Fisher (1995)
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R.D. James (1934)
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Yumiko Nagasaka, Kaori Ota, Chizuru Sekine (2003)
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Emmanuel Tsukerman (2015)
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Using a generalization due to Lerch [Bull. Int. Acad. François Joseph 3 (1896)] of a classical lemma of Zolotarev, employed in Zolotarev's proof of the law of quadratic reciprocity, we determine necessary and sufficient conditions for the difference of two Dedekind sums to be in 8ℤ. These yield new necessary conditions for equality of two Dedekind sums. In addition, we resolve a conjecture of Girstmair [arXiv:1501.00655].
Zhi-Wei Sun (2001)
Acta Arithmetica
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Glenn Stevens (1987)
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