We show that the entire cyclic cohomology of Banach algebras defined by Connes has the simplicial normalization property. A key tool in the proof is the notion and properties of supertraces on the Cuntz algebra QA. As an example of further applications of this technique we give a proof of the homotopy invariance of entire cyclic cohomology.

A bstract The parameter ? K measures CP violation in the neutral kaon system. It is a sensitive probe of new physics and plays prominent role global fit Cabibbo-Kobabyashi-Maskawa matrix. perturbative theory uncertainty currently dominated by top-quark contribution. Here, we present calculation full two-loop electroweak corrections to contribution , including resummation QED-QCD logarithms. We ...

Abstract Objectives to identify the terms that represent human needs affected in chronic renal failure patients on hemodialysis; and cross-map these with those already existing International Classification for Nursing Practice. Method a descriptive study quantitative approach, conducted between February December 2021, period which an integrative literature review was prepared survey then, we pr...

The extent and characteristics of reversal of baroreceptor resetting after pressure normalization were studied in rats with renal hypertension of 2 months' duration. During the control period, the displacement of the entire baroreceptor function curve was accompanied by a decrease slope, indicating that the gain sensitivity was depressed by 36% in the renal hypertensive rats. In response to cha...

Wire myograph is a device for the in vitro investigation of both, active and passive properties of arteries. Arteries from a variety of animal species, pathological states, and vascular beds were investigated using this method. We focus on the normalization procedure which is aimed to standardize experimental settings and, in part, to simulate physiological conditions. During normalization, it ...

In the present paper, we classify all normalized null hypersurfaces $x: (M,g,N)\to\R^{n+2}_1$ endowed with UCC-normalization vanishing $1-$form $\tau$, satisfying $L_r x =U +b$ for some (field of) screen constant matrix $U\in \R^{(n+2)\times(n+2)}$ and vector$b\in\R^{n+2}_{1}$, where $L_r$ is linearized operator of the$(r+1)th-$mean curvature hypersurface for$r=0,...,n$. For $r=0$, $L_0=\Delta^...