Celebratio Mathematica

Saunders Mac Lane

Bibliography

Works connected to Otto F. G. Schilling

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S. Mac Lane and O. F. G. Schilling: “In­fin­ite num­ber fields with No­eth­er ideal the­or­ies,” Am. J. Math. 61 : 3 (July 1939), pp. 771–​782. MR 0000019 JFM 65.​0093.​01 Zbl 0021.​20104 article

S. MacLane and O. F. G. Schilling: “Zero-di­men­sion­al branches of rank one on al­geb­ra­ic vari­et­ies,” Ann. Math. (2) 40 : 3 (July 1939), pp. 507–​520. MR 0000158 JFM 65.​1140.​02 Zbl 0023.​29402 article

S. MacLane and O. F. G. Schilling: “Nor­mal al­geb­ra­ic num­ber fields,” Proc. Natl. Acad. Sci. U.S.A. 26 : 2 (February 1940), pp. 122–​126. Brief out­line of res­ults presen­ted in an art­icle in Trans. Am. Math. Soc. 50:2 (1941). MR 0001232 JFM 66.​0122.​01 Zbl 0024.​01201 article

S. Mac Lane and O. F. G. Schilling: “Nor­mal al­geb­ra­ic num­ber fields,” Trans. Am. Math. Soc. 50 : 2 (September 1941), pp. 295–​384. A brief out­line of these res­ults was pub­lished in Proc. Natl. Acad. Sci. U.S.A. 26:2 (1940). MR 0005108 JFM 67.​0981.​03 Zbl 0061.​06102 article

S. MacLane and O. F. G. Schilling: “A for­mula for the dir­ect product of crossed product al­geb­ras,” Bull. Am. Math. Soc. 48 : 2 (1942), pp. 108–​114. MR 0006152 Zbl 0061.​06103 article

S. Mac Lane and O. F. G. Schilling: “A gen­er­al Kum­mer the­ory for func­tion fields,” Duke Math. J. 9 : 1 (1942), pp. 125–​167. MR 0006169 Zbl 0061.​06101 article

S. MacLane and O. F. G. Schilling: “Groups of al­geb­ras over an al­geb­ra­ic num­ber field,” Am. J. Math. 65 : 2 (April 1943), pp. 299–​308. MR 0007752 Zbl 0060.​07905 article