Author:
MacLaxe S.,Schilling F. G.
Reference23 articles.
1. For an outline of the proof for the following assertion see S. MacLane and O. F. G. Schilling, “A formula for the direct product of crossed product algebras,” Bulletin of the American Mathematical Society, vol. 48 (1942), pp. 108–114.
2. For the definition of these groups of algebras see S. MacLane and O. F. G. Schilling, “Normal algebraic number fields,” Transactions of the American Mathematical Society, vol. 50 (1941), pp. 295–384, especially pp. 298–303.
3. A. A. Albert, Structure of Algebras, American Mathematical Society Colloquium Publications, vol. 24 (1939), Theorem 18, p. 77.
4. H. Hasse, “Die Struktur der R. Brauerschen Algebrenklassengruppe über einem algebraischen Zahlkörper,” Mathematische Annalen, vol. 107 (1933), pp. 731–60. Quoted as HA. See in particular pp. 750, 752.
5. H. Hasse, “Bericht über neuere Untersuchungen und Probleme der algebraischen Zahlkörper”Jahresberichte der Deutsche Mathematische Vereinigung, Ergänzungband 6 (1930), Part II, p. 7. Quoted as HB.