نتایج جستجو برای: aut ecology

تعداد نتایج: 54325  

2017
Ji-Young Kim In-Uk Song Seong-Beom Koh Tae-Beom Ahn Sang Jin Kim Sang-Myung Cheon Jin Whan Cho Yun Joong Kim Hyeo-Il Ma Mee-Young Park Jong Sam Baik Phil Hyu Lee Sun Ju Chung Jong-Min Kim Han-Joon Kim Young-Hee Sung Do Young Kwon Jae-Hyeok Lee Jee-Young Lee Ji Sun Kim Ji Young Yun Hee Jin Kim Jin Young Hong Mi-Jung Kim Jinyoung Youn Ji Seon Kim Eung Seok Oh Hui-Jun Yang Won Tae Yoon Sooyeoun You Kyum-Yil Kwon Hyung-Eun Park Su-Yun Lee Younsoo Kim Hee-Tae Kim Joong-Seok Kim

OBJECTIVE Autonomic symptoms are commonly observed in patients with Parkinson's disease (PD) and often limit the activities of daily living. The Scale for Outcomes in Parkinson's disease-Autonomic (SCOPA-AUT) was developed to evaluate and quantify autonomic symptoms in PD. The goal of this study was to translate the original SCOPA-AUT, which was written in English, into Korean and to evaluate i...

Journal: :IACR Cryptology ePrint Archive 2005
W. Charles Holland Boaz Tsaban

We study, from a constructive computational point of view, the techniques used to solve the conjugacy problem in the “generic” lattice-ordered group Aut(R). We use these techniques in order to show that for all f, g ∈ Aut(R), the equation xfx = g is effectively solvable in Aut(R).

2014
VAN CYR BRYNA KRA

For a finite alphabet A and shift X ⊆ AZ whose factor complexity function grows at most linearly, we study the algebraic properties of the automorphism group Aut(X). For such systems, we show that every finitely generated subgroup of Aut(X) is virtually Zd, in contrast to the behavior when the complexity function grows more quickly. With additional dynamical assumptions we show more: if X is tr...

2010
SHÖICHI NAKAJIMA

Let X be an irreducible complete nonsingular curve of genus g over an algebraically closed field k of positive characteristic p. If g > 2, the automorphism group Aut(X) of X is known to be a finite group, and moreover its order is bounded from above by a polynomial in g of degree four (Stichtenoth). In this paper we consider the p-rank -7 of X and investigate relations between if and Aut(X). We...

1997
MATTHEW G. BRIN

0.1. Results. We study the automorphisms of some generalizations of Thompson’s groups and their underlying structures. The automorphism groups of two of Thompson’s original groups were analyzed in [2] and were shown to be “small” and “unexotic.” Our results differ sharply from [2] in that we show that the automorphism groups of the generalizations are “large” and have “exotic” elements. The ter...

2016
S E Ellis R Panitch A B West D E Arking

Autism (AUT), schizophrenia (SCZ) and bipolar disorder (BPD) are three highly heritable neuropsychiatric conditions. Clinical similarities and genetic overlap between the three disorders have been reported; however, the causes and the downstream effects of this overlap remain elusive. By analyzing transcriptomic RNA-sequencing data generated from post-mortem cortical brain tissues from AUT, SCZ...

2006
ANNE THOMAS Anne Thomas

Let X be a right-angled building. We show that the lattices in Aut(X) share many properties with tree lattices. For example, we characterise the set of covolumes of uniform and of nonuniform lattices in Aut(X), and show that the group Aut(X) admits an infinite ascending tower of uniform and of nonuniform lattices. These results are proved by constructing a functor from graphs of groups to compl...

Journal: :Journal of Topology 2022

Let X $X$ be a compact complex space in Fujiki's Class C $\mathcal {C}$ . We show that the group Aut ( ) $\operatorname{Aut}(X)$ of all biholomorphic automorphisms has Jordan property: there is (Jordan) constant J = $J J(X)$ such any finite subgroup G ⩽ $G\leqslant \operatorname{Aut}(X)$ an abelian H $H\leqslant G$ with index [ : ] $[G:H]\leqslant J$ This extends, quite different method, result...

2001
B. BOUALI

When Aut(A) and Homeo(Prim(A)) are homeomorphic, where A is a C *-algebra Abstract In this paper, we discuss when Aut(A) and Homeo(Prim(A)) are homeomorphic, where A is a C *-algebra. 1 Preliminaries Let A be C *-algebra. Then the collection Aut(A) of ⋆-automorphisms of A is a group under composition. We give Aut(A) the point-norm topology, that is, α n → α if and only if α n (a) → α(a) for all...

2016
GIOVANNI GANDINI NATHALIE WAHL Giovanni Gandini Nathalie Wahl

The stabilization of Hi(Aut(G);Z) for i large has been shown to hold for most groups by the main theorem of [3] and [9, Corollary 1.3].1 The stabilization of Hi(Aut(G);Z) in contrast has so far only been known in two extreme cases: when G is abelian and when G has trivial center and does not factorize as a direct product. Indeed, in the first case Aut(Gn) is isomorphic to GLn(End(G)), which is ...

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