Results 231 to 240 of about 137,024 (263)

On the Picard group graded homotopy groups of a finite type two $K(2)$-local spectrum at the prime three

Homology, Homotopy and Applications, 2022
Let \(E(2)\) be the \(3\)-local Johnson-Wilson spectrum with \(E(2)_* = \mathbb Z_{(3)}[v_1,v_2,v_2^{-1}]\) and let \(\mathrm{Pic}(\mathcal L_2)\) be the Picard group of the category of \(E(2)\)-local spectra. \textit{P. Goerss} et al. [J. Topol. 8, No.
Ichigi, Ippei, Shimomura, Katsumi
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Locally graded groups with complemented infinite nonabelian subgroups

Ukrainian Mathematical Journal, 1992
See the review in Zbl 0741.20018.
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Localized high grade endometrial stromal sarcoma and localized undifferentiated uterine sarcoma: a retrospective series of the French Sarcoma Group

International Journal of Gynecological Cancer, 2019
High grade endometrial stromal sarcoma and undifferentiated uterine sarcomas are associated with a very poor prognosis. Although large surgical resection is the standard of care, the optimal adjuvant strategy remains unclear.A retrospective analysis of patients with localized high grade endometrial stromal sarcoma and undifferentiated uterine sarcomas (
Meurer, Marie, Floquet, A., Ray-Coquard, I, Bertucci, F., Auriche, M, Cordoba, A, Piperno-Neumann, S., Salas, S, Delannes, M, Chevalier, T., Italiano, A., Blay, J, Mancini, Julien, Pautier, P, Duffaud, F   +14 more
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A note on locally graded groups

1995
A group \(G\) is locally graded if every non-trivial finitely generated subgroup of \(G\) has a non-trivial finite image. The class of locally graded groups is clearly not closed under forming homomorphic images. Thus it is interesting to know when a homomorphic image of a locally graded group is likewise locally graded. The authors prove that if \(G\)
LONGOBARDI, Patrizia, MAJ, Mercede, H. Smith   +2 more
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Locally graduated groups with complemented infinite nonprimary subgroups

Ukrainian Mathematical Journal, 1992
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On the divisor class groups of localizations, completions and veronesean subrings of z-graded krull domains

ANNALI DELL UNIVERSITA DI FERRARA, 1984
LetR be aZ-graded, noetherian, integral domain. This paper deals mainly with the divisor class groups of localizations and completions with respect to an α-adic topology (α homogeneous) ofR. Some technical results are used to study the Veronesean subrings ofR.
PORTELLI, DARIO, SPANGHER, WALTER
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Optimization of the 2014 Gleason grade grouping in a Canadian cohort of patients with localized prostate cancer

BJU International, 2018
Objectives To evaluate the five‐tier Gleason grade group ( GG ) scoring of prostate cancers adopted by the International Society of Urology Pathology ( ISUP ) in 2014, and to propose modifications to ...
Michel Wissing, Fadi Brimo, Simone Chevalier, Eleonora Scarlata, Ginette McKercher, Ana O'Flaherty, Saro Aprikian, Valérie Thibodeau, Fred Saad, Michel Carmel, Louis Lacombe, Bernard Têtu, Nadia Ekindi‐Ndongo, Mathieu Latour, Dominique Trudel, Armen Aprikian   +15 more
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On locally graded groups with an Engel condition on infinite subsets

Archiv der Mathematik, 2001
This article is reviewed together with the following item Zbl 0981.20028.
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On locally graded groups with minimality condition for a certain system of nonhypercentral subgroups

Ukrainian Mathematical Journal, 1999
Summary: We characterize groups without nontrivial perfect sections (in particular, solvable groups) with minimal condition for the subgroups which possess no hypercentral subgroups of finite index.
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On locally graded non-periodic barely transitive groups.

2007
Summary: We prove that both the Hirsch-Plotkin radical and the periodic radical of a point stabilizer in a simple locally graded non-periodic barely transitive group are trivial.
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