Iris varix as a cause of late-onset inflammation after implantation of a phakic iris claw lens Iris varix as a cause of late-onset inflammation after implantation of a phakic iris claw lens.
علی غلامینژاد a gholaminejad تهران- خیابان ولی عصر- خیابان بابک بهرامی- پلاک 6- کلینیک چشم پزشکی نور- کدپستی 55751-19686 حسن هاشمی h hashemi تهران- خیابان ولی عصر- خیابان بابک بهرامی- پلاک 6- کلینیک چشم پزشکی نور- کدپستی 55751-19686 سهیل علیاکبری s aliakbari دانشگاه علوم پزشکی تهران
purpose: to evaluate the predictability, efficacy, and safety of iris-claw artisanô phakic intraocular lenses for myopia. methods: through a prospective clinical study, 35 eyes of 21 patients with myopia from -5 to 26.5 diopters underwent implantation of the artisan lens. patients were examined 1, 3, and 7 days (all eyes); 1 month (28 eyes), 3 months (29 eyes), and 6 months (32 eyes) after the...
Article history: Received 7 May 2010 Received in revised form 13 September 2010 Accepted 18 September 2010 Claw lesions in lactating sows on 3 commercial farms were assessed in 6 areas of each of a sow's 8 claws to investigate the relationship between claw lesions and stage of lactation. In addition, the relationships between claw lesions and postural behavior, reproductive performance or culli...
Delineating the factors that orchestrate keratinocyte growth and differentiation in the claw is pivotal to understanding the quality of hoof horn production in health and disease. The specific objectives of this investigation were to establish an in vitro culture system for bovine coronary region keratinocytes and dermal fibroblasts, determine the colony-forming capacity of epidermal keratinocy...
A claw-free graph G(V,E) is said to be basic if there exists a matching M ⊆ E whose edges are strongly bisimplicial and such that each connected component C of G − M is either a clique or a {claw, net}-free graph or satisfies α(G[C \ V (M)]) ≤ 3. The Maximum Weight Stable Set (MWSS) Problem in a basic claw-free graph can be easily solved by first solving at most four MWSS problems in each conne...
BACKGROUND
In order to facilitate normal gait, toes require to be in a rectus position during the propulsive phase. This requires a correct balance and sequence of activity of the intrinsic musculature of the feet. Alteration of this balance and sequence may lead to the development of claw toes. Atrophy of the lumbricals occurs in the development of claw toes, but it is not known if changes occ...
Let G be a graph with |V (G)| ≥ 10. We prove that if both G and G are claw-free, then min{∆(G), ∆(G)} ≤ 2. As a generalization of this result in the case where |V (G)| is sufficiently large, we also prove that if both G and G are K1,t-free, then min{∆(G), ∆(G)} ≤ r(t− 1, t)− 1 where r(t− 1, t) is the Ramsey number.
A graph is called t-perfect if its stable set polytope is defined by nonnegativity, edge and odd-cycle inequalities. We show that it can be decided in polynomial time whether a given claw-free graph is t-perfect.
For any natural number k, a graph G is said to be pancyclic mod k if it contains a cycle of every length modulo k. In this paper, we show that every K1,4-free graph G with minimum degree δ(G) ≥ k+ 3 is pancyclic mod k and every claw-free graph G with δ(G) ≥ k+ 1 is pancyclic mod k, which confirms Thomassen’s conjecture [8] for claw-free graphs.
