Results 71 to 80 of about 1,037,579 (153)
The unity in rings with Gabriel and Krull dimension
The main result is that all rings with right Krull dimension and divisible torsion free additive group have a right identity. Furthermore it will be proved that a simple ring with characteristic 0 0 , right Gabriel dimension
F. Hansen
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On classical Krull dimension of group-graded rings
For any ring R graded by a finite group, we give a bound on the classical Krull dimension of R in terms of the dimension of the initial component Re. It follows that if Re has finite classical Krull dimension, then the same is true of the whole ring R ...
Kelarev, AV (15477533)
core
Krull dimension of mixed extensions
For a commutative ring R with identity, dim R shall stand for the Krull dimension of R. It is known that dim R vertical bar x vertical bar 2(n - 1)/(n - 2), then dim R parallel to x parallel to = dn + 1 > 2 dim R + 1.
Kang, BG, Park, MH
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Global dimension in Noetherian rings and rings with Gabriel and Krull dimension
In this paper we compute the global dimension of Noetherian rings and rings with Gabriel and Krull dimension by taking a subclass of cyclic modules determined by the Gabriel filtration in the lattice of hereditary torsion ...
Simón Pinero, Juan Jacobo
core
Pure projective modules over chain domains with Krull dimension
We will prove that over a chain domain with Krull dimension each pure projective module decomposes into a direct sum of finitely presented modules.Grantová Agentura České Republiky (GA ČR), P201/12 ...
Puninski, G., Prihoda, P.
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Evaluation of a short instrument for measuring health-related quality of life in oncological patients in routine care (HELP-6): an observational study. [PDF]
Schrage T +8 more
europepmc +1 more source
A universal deformation ring with unexpected Krull dimension
A well known result of Mazur gives a lower bound for the Krull dimension of the universal deformation ring associated to an absolutely irreducible residual representation in terms of the group cohomology of the adjoint representation.
Sprang, Johannes
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The structure of some right Noetherian rings with Krull dimension one
In this note we prove a structure theorem for a right Noetherian ring R R with krull dimension one having a right Artinian quotient ring and, moreover, that has a finitely generated, faithful, critical right module U U
C. L. Wangneo
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Krull dimension of modules over involution rings
The following question of Lanski is answered positively in the case when a ring R with involution ∗ ^ \ast is Noetherian with respect to two-sided ∗ \ast -ideals. Let R be a ring with
E. R. Puczyłowski +2 more
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ON KRULL OVERRINGS OF A MAROT RING WHOSE REGULAR IDEALS ARE FINITELY GENERATED
Let R be a Marot ring whose regular ideals are finitely generated and D a Krull overring of R. In this paper, we show that if reg-dimR less than or equal to 2, then each regular ideal of D is finitely generated and reg-dimD less than or equal to 2.
Kang, BG, Chang, GW
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