Connections between for even quadratic Dirichlet characters and class numbers of appropriate imaginary quadratic fields, II
Compositio Mathematica (1990)
- Volume: 75, Issue: 3, page 271-285
- ISSN: 0010-437X
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top- [1] B.C. Berndt: Classical theorems on quadratic residues, LEnseign. Math.22 (1976), 261-304. Zbl0337.10031MR441835
- [2] G. Gras: Pseudo-mesures p-adiques associées aux fonctions L de Q, Manuscripta Math.57 (1987), 373-415. Zbl0599.12016MR878131
- [3] G. Gras: Relations congruentielles linéaires entre nombres de classes de corps quadratiques, Acta Arithm.52 (1989), 147-162. Zbl0618.12004MR1005601
- [4] K. Hardy and K.S. Williams: A congruence relating the class numbers of complex quadratic fields, Acta Arithm.47 (1986), 263-276. Zbl0557.12003MR870669
- [5] M. Lerch, Essai sur le calcul du nombre des classes de formes quadratiques binaires aux coefficients entiers, Acta Math.29 (1905), 333-424. JFM36.0288.12
- [6] T. Nagell, Sur la distribution des nombres qui sont premiers avec un nombre entier donné, Archiv for Math. og Naturvidenskab B.XXXVIII, Nr 2 (1923). JFM48.0132.03
- [7] J. Urbanowicz: On the 2-primary part of a conjecture of Birch-Tate, Acta Arithm.43 (1983), 69-81. Zbl0529.12008MR730849
- [8] J. Urbanowicz: Connections between B2,χ for even quadratic Dirichlet characters χ and class numbers of appropriate imaginary quadratic fields, I, Compositio Math. 75 (1990), 247-270. Zbl0706.11058