The aim of the present study was to quantify changes in human skeletal muscle pennation angle (F theta) values during growth and adult life. The human gastrocnemius medialis muscle of 162 subjects (96 males and 66 females) in the age range 0-70 years was scanned with ultrasonography. The subjects were laying prone, at rest, with the ankle maintained at 90 degrees with all muscles relaxed. F the...

We introduce the property ``$F$-linked'' of subsets posets for a given free filter $F$ on natural numbers, and define properties ``$\mu$-$F$-linked'' ``$\theta$-$F$-Knaster'' in way. show that $\theta$-$F$-Knaster preserve strong types unbounded families maximal almost disjoint families. Concerning iterations such posets, we develop general technique to construct $\theta$-$\mathrm{Fr}$-Knaster ...

holds for all p, qEX (for all p, q with d(p, q) <e). Mappings, as above, satisfying (1) with the strict inequality sign for all p, qEX, pT^q (for all p, q with 0 <d(p, q) <e) are called contractive (e-contractive). A point yE Y EX is said to belong to the/-closure of Y, yE Y1, if /(F) C F and there is a point r¡E Y and a sequence {re,} of positive integers, («i<re2< • • ■ <Ui< ■ • ■ ), so that ...

In this study, we utilize the notion of triple controlled metric type space that preserves symmetry property, which is a generalization b-metric-type spaces, to prove new fixed-point results. We introduce (?-F)-contractive mappings and ?-contractive on settings. Then, establish existence uniqueness results complete space. Moreover, some examples applications boundary-value problems fourth-order...

This is a pilot study describing event-related oscillations in patients with Alzheimer-type dementia (AD). Theta responses of 22 mild probable AD subjects according to NINCDS-ADRDA criteria (11 non-treated, 11 treated by cholinesterase inhibitors), and 20 healthy elderly controls were analyzed by using the conventional visual oddball paradigm. We aimed to compare theta responses of the three gr...

We proved that a finite commuting Boyd-Wong type contractive family with equicontinuous words have the approximate common fixed point property. We also proved that given X Ă R, compact and convex subset, F : X Ñ X a compact-and-convex valued Lipschitz correspondence and g an isometry on X, then gF “ F g implies F admits a Lipschitz selection commuting with g.

Given a finite alphabet $\mathbb{A}$ and primitive substitution $\theta:\mathbb{A}\to\mathbb{A}^\lambda$ (of constant length $\lambda$), let $(X_\theta,S)$ denote the corresponding dynamical system, where $X_{\theta}$ is closure of orbit via left shift $S$ fixed point natural extension $\theta$ to self-map $\mathbb{A}^{\mathbb{Z}}$. The main result paper that all continuous observables in are o...

&#x0D; Assume that \(f\) lies in the class of starlike functions order \(\alpha\in[0,1)\), is, which are regular and univalent for \(|z|&lt;1\) such that&#x0D; Re\(\left(\frac{zf'(z)}{f(z)}\right)&gt;\alpha\) \(|z|&lt;1.\)&#x0D; In this paper we show each following sharp inequality holds:&#x0D; \(|f(re^{i\theta})|^{-1}\int_{0}^{r}|f'(ue^{i\theta})|\,du\leq\frac{\Gamma(\frac{1}{2})\Gamma(2-\alph...