ARCTIA ARGE, Drury
نویسندگان
چکیده
منابع مشابه
Sir Michael Drury: an appreciation.
Kt, oBe, frcP, frcGP, fracGP 1926–2014 Professor Sir Michael Drury, who died on 11 June, was a GP in Bromsgrove, Worcestershire for 38 years, the first professor of general practice at the University of Birmingham and President of the Royal College of General Practitioners from 1985–1988. He was a towering figure in general practice; unassuming, approachable, patient, a superb listener, unflapp...
متن کاملIdentification and characterization of the Myxococcus xanthus argE gene.
The chromosomal acetylornithine deacetylase (argE) gene of Myxococcus xanthus was identified via homology to acetylornithine deacetylases from other bacterial species. A mutant carrying a disruption in argE was unable to grow on minimal media lacking supplemental arginine and formed fruiting bodies and spores in response to arginine starvation at high cell density.
متن کاملClark Theory in the Drury-arveson Space
We extend the basic elements of Clark’s theory of rank-one perturbations of backward shifts, to row-contractive operators associated to de Branges-Rovnyak type spaces H(b) contractively contained in the Drury-Arveson space on the unit ball in C. The Aleksandrov-Clark measures on the circle are replaced by a family of states on a certain noncommutative operator system, and the backward shift is ...
متن کاملAleksandrov-clark Theory for Drury-arveson Space
Recent work has demonstrated that Clark’s theory of unitary perturbations of the backward shift restricted to a deBranges-Rovnyak subspace of Hardy space on the disk has a natural extension to the several variable setting. In the several variable case, the appropriate generalization of the Schur class of contractive analytic functions is the closed unit ball of the Drury-Arveson multiplier alge...
متن کاملExtremal multipliers of the Drury-Arveson space
In one variable, the theory of H(b) spaces splits into two streams, one for b which are extreme points of the unit ball of H∞(D), and the other for non-extreme points. We show that there is an analogous splitting in the Drury-Arveson case, between the quasi-extreme and non-quasiextreme cases. (In one variable the notions of extreme and quasi-extreme coincide.) We give a number of equivalent cha...
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ژورنال
عنوان ژورنال: The Canadian Entomologist
سال: 1874
ISSN: 0008-347X,1918-3240
DOI: 10.4039/ent698a-5