Math 2.0

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On Z-Noetherian Rings 698X5RE1AB

URIm2://res/698X5RE1AB
Kindpreprint
CreatorsAmbar Dubey, Tushar Singh, Shiv Datt Kumar
Date2026-10-12
MSC13-XX
Subjectsarxiv math.AC
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-12
IdsarXiv 2610.16178, zbl_id 903208724

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Krull's Principal Ideal Theorem for $Z$-Noetherian Ringsstatementtheorem 2.16arxiv
6HRH1FEX1Nstatementlemma 2.14arxiv
97RJ79QF55definitiondefinition 2.1arxiv
B5136KS9TGexampleexample 2.3arxiv
\textbf{Hilbert Basis Theorem for $Z$-Noetherian Ringsstatementtheorem 2.15arxiv
G24HET2PN9statementproposition 2.4arxiv
H2BSYPZRKVstatementtheorem 2.10arxiv
HCM277RGDPdefinitiondefinition 2.11arxiv
\textbf{Cohen-type theorem for Z-Noetherian ringsstatementtheorem 2.12arxiv
JK86YSRSFMexampleexample 2.9arxiv
M681YPWGX9statementtheorem 2.6arxiv
NPNMANKXN8statementproposition 2.5arxiv
NXX62XKBKXstatementtheorem 2.8arxiv
\textbf{Krull intersection section type theoremstatementtheorem 2.13arxiv
ZQ34465RFJstatementlemma 2.7arxiv

Catalogue records