This result suggests that every uniformity on X can be defined by means of a family of sets of real bounded continuous functions, and that important uniformities on X (such as precompact [l ] ones) are definable by means of "nice" sets of such functions. These and related problems are investigated here. A family J of sets of real functions will be said to separate a topological space X if for e...

In this paper, some new estimates on Fej?r sort inequalities via Riemann Liouville fractional integral for the products of two harmonically-convex functions are obtained.

Let M be a unitary matrix with eigenvalues t j , and let f be a function on the unit circle. Deene X f (M) = P f(t j). We derive exact and asymptotic for-mulae for the covariance of X f and X g with respect to the measures j(M)j 2 dM where dM is Haar measure and an irreducible character. The asymptotic results include an analysis of the Fej er kernel which may be of independent interest.

A Fej\'{e}r-type theorem is proved within the framework of $C^*$-algebras associated with certain irreversible algebraic dynamical systems. This makes it possible to strengthen a result on structure relative commutant family generating isometries in boundary quotient.

PURPOSE To detect mice with hereditary retinal impairment, a high-throughput electroretinography (ERG) screening system was established. METHOD Mice from eight different strains without known retinal disorders (102, 129/SvJ, AKR, C57BL/6J, C57BL/6JIco, CBA/CaJ, and DBA/2NCrlBR) and one control strain with retinal degeneration (C3HeB/FeJ) were fixed on a specially constructed sled, ERG electro...

Az innováció meghatározó szerepet játszik a nemzetgazdaságokban, ösztönzésére széles körben alkalmazhatók eszközök. A ta-nulmány nemzetközi áttekintés keretében tárgyalja az innovációösztönzést, vállalatok számára elérhető adó- vagy adóalap-tí-pusú kedvezményeket, majd bemutatja hazai innovációösztönzés rendszerét. E rendszer eleme kutatás-fej-lesztési tevékenység tíz éve bevezetett hatósági mi...

We generalize the Fej\'er-Riesz operator systems defined for circle group by Connes and van Suijlekom to setting of compact matrix quantum groups their ergodic actions on C*-algebras. These truncations form filtrations containing C*-algebra. show that when they C*-algebra are equipped with suitable metrics, then under conditions converge Gromov-Hausdorff distance. Among other examples, our resu...

Historically, taste researchers have considered the possibility that the gustatory system detects basic compounds, such as those containing the hydroxide ion, but evidence for an "alkaline taste" has not been strong. We found that, in 48 h, 2-bottle preference tests, C3HeB/FeJ (C3) mice showed a preference for Ca(OH)(2), whereas SWR/J (SW) mice showed avoidance. Strain differences were also app...

For a transcendental entire function, partial affirmative answer to Baker's question on the boundedness of its Fatou components is given. In addition, we have addressed Wang's Fej\'er gaps. Certain results about functions with Fabry gaps and infinite order also been generalized.

The purpose of this paper is to study a generalization strongly $\eta$-convex functions using the fractal calculus developed by Yang \cite{Yang}, namely generalized function. Among other results, we obtain some Hermite-Hadamard and Fej\'er type inequalities for class functions.