The terms of F?integral contraction as well (?,?˜,F,i)?integral are introduced. Fixed point and common fixed theorems established. For the mapping F we use only supposition that it is strictly increasing. As a consequence main obtain Jungck–Wardowski, Branciari–Wardowski Jungck–Branciari type results. Consequently, results presented in article enhance complement some known literature.

F-actin in a glycerinated muscle fiber was specifically labeled with fluorescent phalloidin-(fluorescein isothiocyanate) FITC complex at 1:1 molar ratio. Binding of phalloidin-FITC to F-actin affected neither contraction of the fiber nor its regulation by Ca2+. Comparison of polarized fluorescence from phalloidin-FITC bound to F-actin in the relaxed state, rigor, and during isometric contractio...

Abstract Let be a germ of threefold $X$?> with terminal singularities along connected reduced complete curve $C$?> contraction $f \colon (X, C) \to (Z, o)$?> such that $C = f^{-1} (o)_{\mathrm{red}}$?> and $-K_X$?> is $f$?> -ample. Assume each irreducible component contains at most one point index ${>2}$?> . We prove general member $D\in |{-}K_X|$?> normal surface Du Val sing...

and Applied Analysis 3 Definition 2.3 see 16 . Let X,F, T be a probabilistic metric space. A mapping f : X → X is said to be a Sehgal contraction or B-contraction if the following relation holds: Ff p f q kt ≥ Fpq t , ( p, q ∈ X, t > 0. 2.1 Theorem 2.4 see 17 . Let X,F, T be a complete probabilistic metric space with T of Hadžić-type and f : X → X be a B-contraction. Then f has a fixed point if...

M(3) muscarinic receptors mediate cholinergic-induced contraction in most smooth muscles. However, in the denervated rat bladder, M(2) receptors participate in contraction because M(3)-selective antagonists [para-fluoro-hexahydro-sila-diphenidol (p-F-HHSiD) and 4-DAMP] have low affinities. However, the affinity of the M(2)-selective antagonist methoctramine in the denervated bladder is consiste...

Abstract In this article, we obtain some fixed-point results involving α -admissibility for multivalued F -contractions in the framework of partial $\mathfrak{b}$ b -metric spaces. Appropriate illustrations are provided to support main results. Finally, an application is developed by demonstrating existence a...