Authors: 2011 ENA Emergency Nursing Resources Development Committee: Susan Barnason, PhD, RN, APRN, CEN, CCRN, CNS, CS, Jennifer Williams,MSN, RN, CEN, CCRN, CNS, Jean Proehl, MN, RN, CEN, CPEN, FAEN, Carla Brim,MN, RN, CEN, CNS, Melanie Crowley, MSN, RN, CEN, MICN, Sherry Leviner, MSN, RN, CEN, Cathleen Lindauer, MSN, RN, CEN, Mary Naccarato, MSN, RN, CEN, CCNS, and Andrew Storer, DNP, RN, ACN...

Guideline for the Promotion of Perioperative Normothermia: Second Edition Vallire D. Hooper, PhD, RN, CPAN, FAAN, Robin Chard, PhD, RN, CNOR, Theresa Clifford, MSN, RN, CPAN, Susan Fetzer, PhD, RN, Susan Fossum, BSN, RN, CPAN, Barbara Godden, MHS, RN, CPAN, CAPA, Elizabeth A. Martinez, MD, MHS, Kim A. Noble, PhD, RN, CPAN, Denise O’Brien, MSN, RN, ACNS-BC, CPAN, CAPA, FAAN, Jan Odom-Forren, PhD...

An isometry of Rn is a function h : Rn → Rn that preserves the distance between vectors: ||h(v)− h(w)|| = ||v − w|| for all v and w in Rn, where ||(x1, . . . , xn)|| = √ x1 + · · ·+ xn. Example 1.1. The identity transformation: id(v) = v for all v ∈ Rn. Example 1.2. Negation: − id(v) = −v for all v ∈ Rn. Example 1.3. Translation: fixing u ∈ Rn, let tu(v) = v + u. Easily ||tu(v) − tu(w)|| = ||v ...

Authored by the 2011 ENA Emergency Nursing Resources Development Committee: Melanie Crowley, MSN, RN, CEN, MICN Carla Brim, MN, RN, CEN, CNS Jean Proehl, MN, RN, CEN, CPEN, FAEN Susan Barnason, PhD, RN, APRN, CEN, CCRN, CNS, CS Sherry Leviner, MSN, RN, CEN Cathleen Lindauer, MSN, RN, CEN Mary Naccarato, MSN, RN, CEN, CCNS Andrew Storer, DNP, RN, ACNP, CRNP, FNP Jennifer Williams, MSN, RN, CEN, ...

Salinity is an important factor in reduced cucumber yield and quality. Grafting on the resistant rootstock could keep growth near to optimum condition. The aim of the present research is to investigate the characteristics of different rootstocks on physiology and fruit characteristics of cucumber. Treatments were rootstocks [Rn: Nongrafted (Cucumis sativus v. DAVOSII), Rt: Tanbal (Cucurbita max...

We prove that in a ring Rwith an identity there exists an element a ∈ R and a nonzero derivation d ∈ Der R such that ad(a) 6= 0. A ring R is said to be a d-rigid ring for some derivation d ∈ Der R if d(a) = 0 or ad(a) 6= 0 for all a ∈ R. We study rings with rigid derivations and establish that a commutative Artinian ring R either has a non-rigid derivation or R = R1 ⊕ · · · ⊕ Rn is a ring direc...

Let Rn (n = 0, 1, 2, . . .) be a second order linear recursive sequence of rational integers defined by Rn = ARn−1+BRn−2 for n > 1, where A and B are integers and the initial terms are R0 = 0, R1 = 1. It is known, that if α, β are the roots of the equation x2 −Ax−B = 0 and |α| > |β|, then Rn+1/Rn −→ α as n −→ ∞. Approximating α with the rational number Rn+1/Rn, it was shown that ∣∣∣α− Rn+1 Rn ∣...

In this paper, we are concerned with the asymptotic behavior of the solution for the non-autonomous parabolic equation with nonlinear Laplacian principal part in R n. The existence of the (L2(Rn),L2(Rn)) -uniform attractor, the (L2(Rn),Lp(Rn)) -uniform attractor and the (L2(Rn),W 1,p(Rn)∩Lq(Rn)) -uniform attractor will be proved. Mathematics subject classification (2010): 35B40, 35B41, 35L70.