Results 91 to 100 of about 798,154 (283)
Discovery and Targeted Proteomic Studies Reveal Striatal Markers Validated for Huntington's Disease
ABSTRACT Objective Clinical trials for Huntington's disease (HD) enrolling persons before clinical motor diagnosis (CMD) lack validated biomarkers. This study aimed to conduct an unbiased discovery analysis and a targeted examination of proteomic biomarkers scrutinized by clinical validation. Methods Cerebrospinal fluid was obtained from PREDICT‐HD and
Daniel Chelsky +8 more
wiley +1 more source
On normalizers of nilpotent subgroups
The authors give a very wide generalization (not only for finite groups) of \textit{G. Glauberman}'s theorem [Math. Z. 107, 1-20 (1968; Zbl 0172.03002)] which characterizes finite two-dimensional special linear groups as groups acting on \(p\)-groups with certain features. The precise formulation is too complicated to be stated here.
Baumann, Bernd, Meierfrankenfeld, Ulrich
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ABSTRACT Objective Accurate localization of epileptogenic tubers (ETs) in patients with tuberous sclerosis complex (TSC) is essential but challenging, as these tubers lack distinct pathological or genetic markers to differentiate them from other cortical tubers.
Tinghong Liu +11 more
wiley +1 more source
On intuitionistic fuzzy characteristic and Frattini subgroups [PDF]
This paper presents intuitionistic fuzzy characteristic subgroups and discusses some of its properties. It is established that an intuitionistic fuzzy subgroup of an intuitionistic fuzzy group is characteristic provided its cuts are characteristic ...
Paul Augustine Ejegwa +1 more
doaj +1 more source
ABSTRACT Objective Status epilepticus (SE) is associated with significant mortality. Sleep architecture may reflect normal brain function. Impaired sleep architecture is associated with poorer outcomes in numerous conditions. Here we investigate the association of sleep architecture in continuous EEG (cEEG) with survival in SE.
Ran R. Liu +5 more
wiley +1 more source
Frattini embeddings of normal subgroups [PDF]
If N is a normal subgroup of the finite group G, there is a split extension X of an elementary abelian group by G such that N ⊴ X N \trianglelefteq X and N ∩ Φ ( G ) = Φ ( X ) N \cap \Phi (G) = \Phi (X) .
openaire +2 more sources
ABSTRACT Objective People with epilepsy (PWE) may experience cognitive deficits but fail to undergo formal evaluation. This study compares cognitive status between PWE and healthy controls in the West African Republic of Guinea. Methods A cross‐sectional, case–control study was conducted in sequential recruitment phases (July 2024–July 2025) at Ignace ...
Maya L. Mastick +14 more
wiley +1 more source
Infinite groups with many generalized normal subgroups [PDF]
A subgroup $X$ of a group $G$ is almost normal if the index $|G:N_G(X)|$ is finite, while $X$ is nearly normal if it has finite index in the normal closure $X^G$.
Francesco de Giovanni, Caterina Rainone
doaj
On fundamental properties of hom-groups [PDF]
This paper focuses on the study of Hom-groups. A Hom-group $(G,\ast,\alpha)$ is the non-associative generalization of the classical group $G$ whose associativity and unitality are twisted by a compatible bijective map $\alpha$.
Adesina Abdul Akeem Agboola +3 more
doaj +1 more source
Groups with Few Normalizer Subgroups
The behaviour of normalizer subgroups of a group has often a strong influence on the structure of the group it- self. In this paper groups with finitely many normalizers of subgroups with a given propertyare investigated, for vari- ous relevant choices of the property ´.
DE MARI FAUSTO, DE GIOVANNI, FRANCESCO
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