http://ccn.aacnjournals.org multifaceted and evident through actions. Clinically competent peers is all about competent performance, not the potential for performance. Both performance and potential are important for quality patient care, but here we focus solely on what others see or hear that leads to the judgment or conclusion that nurses on the front line in acute care hospitals are clinica...

We propose a simple minimization method to show the existence of least energy solutions normalized problem{??u+?u=g(u)inRN,N?3,u?H1(RN),?RN|u|2dx=?>0, where ? is prescribed and (?,u)?R×H1(RN) be determined. The new approach based on direct functional linear combination Nehari Pohozaev constraints intersected with closed ball in L2(RN) radius demonstrated, which allows provide general growth ass...

High-resolution radar rainfall data have great potential for predictions up to 6 h ahead (nowcasting); however, conventional extrapolation approaches based on in-built physical assumptions yield poor performance at longer lead times (3–6 h), which limits their operational utility. Moreover, atmospheric factors in estimate errors are often ignored. This study proposed a nowcasting method that at...

Let X be a ball quasi-Banach function space on Rn satisfying some mild assumptions and let α∈(0,n) β∈(1,∞). In this article, when α∈(0,1), the authors first find reasonable version I˜α of fractional integral Iα Campanato-type LX,q,s,d(Rn) with q∈[1,∞), s∈Z+n, d∈(0,∞). Then prove that is bounded from LXβ,q,s,d(Rn) to if only there exists positive constant C such that, for any B⊂Rn,|B|αn≤C‖1B‖Xβ−...

983 Christopher Fountain, RN, OCN®, is a staff nurse; Lindi Goins, RN, OCN®, is the assistant head nurse; Molly Hartman, RN, OCN®, Nancy Phelps, RN, OCN®, and Debra Scoles, RN, OCN®, are staff nurses; and Victoria Hays, RN, MN, CNS, APRN-BC, is a clinical nurse specialist, all in the oncology unit of Providence Portland Medical Center in Oregon. Mention of specific products and opinions related...

Laguerre geometry of surfaces in R is given in the book of Blaschke [1], and have been studied by E.Musso and L.Nicolodi [5], [6], [7], B. Palmer [8] and other authors. In this paper we study Laguerre differential geometry of hypersurfaces in Rn. For any umbilical free hypersurface x : M → Rn with non-zero principal curvatures we define a Laguerre invariant metric g on M and a Laguerre invarian...

Some aspects of replacing C based physics by Cn based physics are discussed. Here Cn = Rn, In where Rn (and In) is a set of length 2n string numbers in some basis. The discussion here is limited to describing the experimental basis and choice for the numbers in Rn, and a few basic but interesting properties of Rn based space and time.

Let (Fn)n∈N be a sequence of non-decreasing functions from [0,+∞) into [0,+∞). Under some suitable hypotheses on (Fn)n∈N, we prove that if g ∈ Lp(RN ), 1 < p < +∞, satisfies lim inf n→∞ ∫ RN ∫ RN Fn(|g(x)− g(y)|) |x − y|N+p dx dy < +∞, then g ∈ W1,p(RN ) and moreover lim n→∞ ∫ RN ∫ RN Fn(|g(x)− g(y)|) |x − y|N+p dx dy = KN,p ∫ RN |∇g(x)| dx, whereKN,p is a positive constant depending only onN a...

We write M ∈ Rn×n to denote that M is an n×n matrix with real elements, and v ∈ Rn to denote that v is a vector of length n. Vectors are usually taken to be column vectors unless otherwise specified. Recall that a real matrix M ∈ Rn×n represents a linear operator from Rn to Rn. In other words, given any vector v ∈ Rn, we think of M as a function which maps it to another vector w ∈ Rn, namely th...

In this paper, we systematically study the high-order stability of stochastic reaction-diffusion equation driven by additive noise as intensity vanishes. First, with a general assumption on nonlinear term, obtain convergence solutions and upper semi-continuity random attractors in L2(RN). Second, using decomposition method, technically establish Lp(RN)∩H1(RN)(p&amp;gt;2), therefore, is proved, ...