An multi-polar fuzzy set is a robust mathematical model to examine multipolar, multiattribute, and multi-index data. The sets was created as useful mechanism portray uncertainty in multiattribute decision making. In this article, we consider the theoretical applications of sets. We present notion ordered semihypergroups define hyperideals (bi-hyperideals, quasi hyperideals) an semihypergroup. R...

KIR2DL4 (2DL4, CD158d), a member of the human killer cell Ig-like receptor (KIR) family, triggers potent IFN-gamma responses but weak cytotoxicity in resting NK cells. 2DL4 mRNA has been detected in most NK cell clones from most humans examined, but surface protein expression is detectable only on CD56(high) NK cells from certain donors. The receptor possesses a transmembrane arginine residue, ...

Many heterologous genes when cloned into bacterial expression vectors are poorly expressed because of an inefficient ribosome binding site (RBS). We have constructed a plasmid which expresses human gamma-interferon (gamma-IF), where the level of expression is limited by the RBS. Expression was increased by placing the gamma-IF sequence immediately downstream of a small translated sequence. The ...

Given an infinite countable discrete amenable group $\Gamma$, we construct explicitly sharply weak mixing nonsingular Poisson $\Gamma$-actions of each Krieger's type: $III_\lambda$, for $\lambda\in[0,1]$, and $II_\infty$. The result is new even $\Gamma=\Bbb Z$. As these suspension actions are over very special dissipative base, obtain also examples Bernoulli IDPFT systems possible type.

In this paper we show how some known weak forms of the Zilber--Pink conjecture can be strengthened by combining them with Mordell--Lang or its variants. We illustrate idea proving theorems on atypical intersections in semiabelian and modular settings. Given a "finitely generated" set $\Gamma$ certain structure, consider $\Gamma$-special subvarieties -- weakly special containing point that every...

From a data set of input–output vectors the Gamma test estimates the variance of the noise on an output modulo any smooth model with bounded partial derivatives. We present a proof of the Gamma test under fairly weak hypotheses.

PURPOSE Previous theoretical and experimental studies have predicted that the loss of weak protein interactions between alpha- and gamma-crystallins could result in a decrease in the transparent properties of the aging lens. METHODS alpha-Crystallins were prepared from the nucleus of old bovine lens, and gamma-crystallins were prepared from whole fetal bovine lens or from the nucleus of old b...

On the basis of Luttinger-Ward functional for interacting many-body systems given in terms full Green's function $G$ and bare interaction vertex $\Gamma^{(0)}$, we develop a novel Legendre transformation to express grand thermodynamic potential $\Omega$ as renormalized $\Gamma$ so that (i) obey stationarity conditions $\delta\Omega/\delta G=0$ $\delta\Omega /\delta\Gamma=0$ (ii) reduces $\Gamma...

The aim of this paper is to initiate and investigate new soft sets over semihypergroups, named special soft sets and transitive soft sets and denoted by $S_{H}$ and  $T_{H},$ respectively. It is shown that $T_{H}=S_{H}$ if and only if $beta=beta^{*}.$ We also introduce the derived semihypergroup from a special soft set and study some properties of this class of semihypergroups.