Regular and normal quantales

Previous | Up | Next

Article

Regular and normal quantales. (English). Archivum Mathematicum, vol. 22 (1986), issue 4, pp. 203-210

MSC: 06A12, 06B23, 06F05, 16Dxx, 54A99 | MR 868535 | Zbl 0612.06012

References:

[1] B. Banaschewski, R. Harting: $\bigvee$-rings and locales. communication at the Category Theory Confeгence in Murten (1984).

[2] F. Borceux H. Simmons G. Van den Bossche: A sheaf representation for modules with application to Gelfand rings. preprint. MR 0729069

[3] F. Borceaux: About quantales and quantic spaces. Sydney Categогy Seminar Repогts 1984.

[4] F. Bоrceux G. Van den Bоssche: Quantales and their sheaves. Rapp. Sém. Math. Pure Nо. 63, Université Lоuvain (1985).

[5] P. T. Jоhnstоne: Stone Spaces. Cambгidge University Pгess, Cambгidge 1982. MR 0698074

[6] А. Jоyal M. Tierney: A generalization of the descent theory of Grothendick. Memоiгs оf the А. M. S. (1984).

[7] K. Keimel: A unified theory of minimal prime ideals. Аcta Math. Аcad. Sci. Hung. 23 (1972), 51-69. MR 0318037 | Zbl 0265.06016

[8] I. Kříž А. Pultr J. Rоsický: Localic groups. manuscript (1985).

[9] C. J. Mulvey: A Generalization of Gelfand duality. J. Аlgebгa 56 (1979), 499-505. MR 0528590

[10] M. Ward R. P. Dilwогth: Residuated lattices. Trans. Аmer. Math. Sоc., 45 (1939), 335-354. MR 1501995

Partner of