First Page | Document Content | |
---|---|---|
Date: 2015-04-16 22:07:25Commutative algebra Gorenstein ring CohenMacaulay ring Krull dimension Integral element Regular sequence Ring Local ring Complete intersection ring Regular local ring Gorenstein scheme | MIMS Technical Report No) QUASI-SOCLE IDEALS AND GOTO NUMBERS OF PARAMETERS SHIRO GOTO, SATORU KIMURA, TRAN THI PHUONG, AND HOANG LE TRUONG Abstract. Goto numbers g(Q) = max{q ∈ Z | Q : mq is integraAdd to Reading ListSource URL: www.mims.meiji.ac.jpDownload Document from Source WebsiteFile Size: 195,87 KBShare Document on Facebook |
Lectures on Zariski-type structures Part I Boris Zilber 1DocID: 1r9W1 - View Document | |
487 Documenta Math. Wedderburn’s Theorem for Regular Local Rings Manuel OjangurenDocID: 1pitZ - View Document | |
Analytic Zariski structures, predimensions and non-elementary stability Boris Zilber University of Oxford 25 August 2008 The notion of an analytic Zariski structure was introduced in [1] by theDocID: 1p1lL - View Document | |
PDF DocumentDocID: 1ovEx - View Document | |
MIMS Technical Report No) QUASI-SOCLE IDEALS AND GOTO NUMBERS OF PARAMETERS SHIRO GOTO, SATORU KIMURA, TRAN THI PHUONG, AND HOANG LE TRUONG Abstract. Goto numbers g(Q) = max{q ∈ Z | Q : mq is integraDocID: 1on8p - View Document |