Results 1 to 10 of about 719 (134)

Formulating Cognitive Functioning to Guide Personalised Treatment for People Diagnosed With Mental Disorders [PDF]

Acta Psychiatr Scand
ABSTRACT Introduction Objective and subjective cognitive impairment are highly prevalent in mental disorders and transdiagnostic phenomena. Cognitive impairment is associated with poorer functional outcomes and therefore requires treatment, but little guidance is available for clinicians.
Allott K, Bryce S, Douglas K, Stainton A, Wood S, Bowie C.   +5 more
europepmc   +2 more sources

On classification of approximately inner actions of discrete amenable groups on strongly amenable subfactors (Progress in Operator Algebras)

On classification of approximately inner actions of discrete amenable groups on strongly amenable subfactors (Progress in Operator Algebras)
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An introduction to Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams (Recent Topics in Operator Algebras)

An introduction to Ocneanu's theory of double triangle algebras for subfactors and classification of irreducible connections on the Dynkin diagrams (Recent Topics in Operator Algebras)
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Fusion Rules and Classification of Subfactors

1993
We survey two applications of sector theory to classification of subfactors. 1. A proof is given to A. Ocneanu’s announcement on the non-existence of the paragroups corresponding to the Coxeter graphs Dodd and E 7. 2. Goldman’s type theorem for subfactors with the principal graph A 5 is obtained.
Masaki Izumi
exaly   +2 more sources

Classification of Subfactors and Their Endomorphisms

, 1995
Sorin Popa
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CLASSIFICATION OF ACTIONS OF DISCRETE AMENABLE GROUPS ON AMENABLE SUBFACTORS OF TYPE II

International Journal of Mathematics, 2010
We prove a classification result for properly outer actions σ of discrete amenable groups G on strongly amenable subfactors of type II, N ⊂ M, a class of subfactors that were shown to be completely classified by their standard invariant [Formula: see text], in [27].
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CLASSIFICATION OF APPROXIMATELY INNER ACTIONS OF DISCRETE AMENABLE GROUPS ON STRONGLY AMENABLE SUBFACTORS

International Journal of Mathematics, 2005
We give the classification theorem of approximately inner actions of discrete amenable groups on strongly amenable subfactor of type II1by means of the characteristic invariant and ν invariant. To prove this theorem, we also give the classification theorem when the inner part and the centrally trivial part of actions coincide.
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Kac algebras arising from composition of subfactors: general theory and classification

Memoirs of the American Mathematical Society, 2002
Masaki Izumi, Hideki Kosaki
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Compact hypergroups from discrete subfactors

Journal of Functional Analysis, 2021
Marcel Bischoff, Simone Del Vecchio, Luca Giorgetti   +2 more
exaly  

Notes on group actions on subfactors

Journal of the Mathematical Society of Japan, 2003
Toshihiko Masuda
exaly