نتایج جستجو برای: zg clean

تعداد نتایج: 33172  

Journal: :Australasian J. Combinatorics 1998
Zhengyu Gu Cai Heng Li

In this note, we prove that the alternating group A4 is a CI-group and that all disconnected Cayley graphs of A5 are CI-graphs. As a corollary, we conclude that there are exactly 22 non-isomorphic Cayley graphs of A4 • Let G be a finite group and set G# = G \ {I}. For a subset S ~ G# with S = S-l := {S-l Is E S}, the Cayley graph is the graph Cay(G, S) with vertex set G and with x and y adjacen...

2016
K. Sanders J.A. Mol H.S. Kooistra A. Slob S. Galac

BACKGROUND Current understanding of adrenal steroidogenesis is that the production of aldosterone or cortisol depends on the expression of aldosterone synthase (CYP11B2) and 11β-hydroxylase cytochrome P450 (CYP11B1), respectively. However, this has never been studied in dogs, and in some species, a single CYP11B catalyzes both cortisol and aldosterone formation. Analysis of the canine genome pr...

Journal: :The Journal of clinical endocrinology and metabolism 2007
María Sonia Baquedano Nora Saraco Esperanza Berensztein Carolina Pepe Michele Bianchini Estrella Levy Javier Goñi Marco A Rivarola Alicia Belgorosky

CONTEXT The mechanisms of postnatal adrenal zonation remain unclear. OBJECTIVE To provide a clue for a possible role of estrogens in adrenarche, we studied the expression of estrogen receptor (ER)alpha, ERbeta, G protein-coupled receptor (GPR)30, and cP450aromatase (cP450arom) in human adrenal tissue. DESIGN Human adrenal tissue was collected from three postnatal age groups (Grs): Gr 1, you...

Journal: :journal of linear and topological algebra (jlta) 2013
h haj seyyed javadi s jamshidvand m maleki

in this paper, we introduce the new notion of strongly j-clean rings associatedwith polynomial identity g(x) = 0, as a generalization of strongly j-clean rings. we denotestrongly j-clean rings associated with polynomial identity g(x) = 0 by strongly g(x)-j-cleanrings. next, we investigate some properties of strongly g(x)-j-clean.

2007
Dikran Dikranjan Dmitri Shakhmatov

We give a necessary and sufficient condition, in terms of a certain reflection principle, for every unconditionally closed subset of a group G to be algebraic. As a corollary, we prove that this is always the case when G is a direct product of an Abelian group with a direct product (sometimes also called a direct sum) of a family of countable groups. This is the widest class of groups known to ...

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