Documentation

C. N. Beli.
Integral spinor norm groups over dyadic local fields.
J. Number Theory, 102(1):125--182, 2003.

P. J. Costello and J. S. Hsia.
Even Unimodular 12-Dimensional Quadratic Forms over (Q)(√5).
Adv. Math., 64:241--278, 1987.

S. Cho.
Group schemes and local densities of quadratic lattices in residue characteristic 2.
Compos. Math., 151(5):793--827, 2015.

Wee Teck Gan, Jonathan P. Hanke, and Jiu-Kang Yu.
On an exact mass formula of Shimura.
Duke Math. J., 107(1):103--133, 2001.

W. T. Gan and J.-K. Yu.
Group schemes and local densities.
Duke Math. J., 105(3):497--524, 2000.

M. Kirschmer.
Definite quadratic and hermitian form with small class number.
Habilitation, RWTH Aachen University, 2016.

M. Kneser.
Klassenzahlen indefiniter quadratischer Formen in drei oder mehr Veränderlichen.
Archiv Math., 8:241--250, 1957.

D. Lorch.
Einklassige Geschlechter orthogonaler Gruppen.
PhD thesis, RWTH Aachen University, 2016.

H. Maass.
Modulformen und quadratische Formen über dem quadratischen Zahlkörper R(√5).
Math. Ann., 118:65--84, 1941.

O. T. O'Meara.
Introduction to Quadratic Forms.
Springer, 1973.

G. Shimura.
An exact mass formula for orthogonal groups.
Duke Math. J., 97(1):1--66, 1999.

C. L. Siegel.
Über die analytische Theorie der quadratischen Formen.
Ann. of Math. (2), 36(3):527--606, 1935.

V2.28, 13 July 2023