Results 51 to 60 of about 17,794,323 (210)
The standard treatment for advanced ovarian cancer (AOC) is cytoreduction surgery and adjuvant chemotherapy. Tumor volume after surgery is a major prognostic factor for these patients.
Antoni Llueca +5 more
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Background Patient and public involvement (PPI) in clinical trials aims to ensure that research is carried out collaboratively with patients and/or members of the public.
Claire L. Vale +7 more
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Fox derivatives: a unique connection between group presentations and the integral group ring [PDF]
We give a criterion to determine whether generators can be removed from a finite presentation via Tietze transformations. We prove that for a generator in a pre- sentation ⟨X|R⟩ to be removable, there must exist a word in the normal closure of relators ...
Aryan Ghobadi
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Group rings with $FC$-nilpotent unit groups
Let U(RG) be the unit group of the group ring RG. Groups G such that U(RG) is FC-nilpotent are determined, where R is the ring of integers Z or a field K of characteristic ...
openaire +6 more sources
How do older adults with multimorbidity navigate healthcare?: a qualitative study in Singapore
Background Patients living with multimorbidity may require frequent visits to multiple healthcare institutions and to follow diverse medical regimens and advice.
Poay Sian Sabrina Lee +7 more
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The central nervous system microRNA miR-138-5p has attracted much attention in cancer research because it inhibits pro-apoptotic genes including CASP3. We hypothesize that miR-138-5p downregulation after SCI leads to overexpression of pro-apoptotic genes,
Rodrigo M. Maza +7 more
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Group rings with metabelian unit groups
Let \(G\) be a group, \(F\) a field of positive characteristic \(p\) and denote by \(FG\) the group algebra of \(G\) over \(F\) and by \(U(FG)\) the unit group of \(FG\). Describing the structure of \(U(FG)\) is a notoriously difficult problem.
Juhasz, Tibor, Spinelli, Ernesto
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GROUP ALGEBRAS WHOSE GROUP OF UNITS IS POWERFUL [PDF]
AbstractA p-group is called powerful if every commutator is a product of pth powers when p is odd and a product of fourth powers when p=2. In the group algebra of a group G of p-power order over a finite field of characteristic p, the group of normalized units is always a p-group. We prove that it is never powerful except, of course, when G is abelian.
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Background Diffractive intraocular lenses (IOLs) could affect visual acuity in patients with macular pathologies such as epiretinal membrane (ERM) and could influence the results of pars plana vitrectomy (PPV) for ERM removal in pseudophakic eyes with ...
Luis Arrevola-Velasco +6 more
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Background Lower respiratory tract infection (LRTI) remains the leading infectious cause of morbidity and mortality globally. Key bacterial pathogens include Acinetobacter baumannii, Pseudomonas aeruginosa, Klebsiella pneumoniae, Escherichia coli ...
Tran Thi Ngoc Dung +17 more
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