In this paper, we introduce $(p,q)g-$Bessel multipliers in Banach spaces and we show that under some conditions a $(p,q)g-$Bessel multiplier is invertible. Also, we show the continuous dependency of $(p,q)g-$Bessel multipliers on their parameters.

Let  $varpi$ be a representation of the homogeneous space $G/H$, where $G$ be a locally compact group and  $H$ be a compact subgroup of $G$. For  an admissible wavelet $zeta$ for $varpi$  and $psi in L^p(G/H), 1leq p <infty$, we determine a class of bounded  compact operators  which are related to continuous wavelet transforms on homogeneous spaces and they are called localization operators.

The technique of priming injection-continuous infusion of tracer glucose-U-C14 was employed in 7 anesthetized dogs, each serving as its own control, to determine the immediate changes in rates of appearance (Ra) and disappearance (Rd) of plasma glucose following single intravenous injections of epinepbrine (IO pg. per Kg.) and glucagon (I pg. per Kg.). Mean maximal hyperglycemia induced by the ...

In this paper, we investigate the mapping of continuous g-frames in Hilbert C*-module under bounded operators. So, operators that preserve continuous g-frames in Hilbert C*-module were characterized. Then, we introduce equivalent continuous g-frames in Hilbert C*-module by the mapping of continuous g-frames in Hilbert C*-module under bounded operators. We show that every continuous g-frame in H...

A 16 year-old female presented with cardiac tamponade due to purulent meningococcal pericarditis without concomitant meningitis or meningococcaemia. She recovered after aspiration of the pericardial effusion and administration of a high dose of benzylpenicillin via a continuous infusion.

A 1993 result of J. Llibre, and M. Misiurewicz, (Theorem A [5]), states that if a continuous map f of a graph into itself has an s-horseshoe, then the topological entropy of f is greater than or equal to logs, that is h( f ) ? logs. Also a 1980 result of L.S. Block, J. Guckenheimer, M. Misiurewicz and L.S. Young (Lemma 1.5 [3]) states that if G is an A-graph of f then h(G) ? h( f ). In this pap...

In this paper, we introduce and study some stronger forms of g∗p-continuous functions namely, strongly g∗p-continuous, perfectly g∗p-continuous and completely g∗p-continuous functions in topological spaces. Further we introduce the concepts of strongly g∗p-closed and strongly g∗p-open maps and obtain some of their properties.