Fifty Years of Children's Nursing: Reflections on Practice, Research and Future Directions
Journal of Advanced Nursing, EarlyView.
Imelda Coyne
wiley +1 more source
Innovations in Simulation: Scaffolding a Triage Experience
Abstract Certified midwives, certified nurse‐midwives, and women's health nurse practitioners (WHNPs) play a vital role in triaging pregnant patients in the ambulatory and inpatient settings. Demonstrating proficiency with this skill set requires time and experience.
Kathryn McDevitt +4 more
wiley +1 more source
Not All Probability Density Functions Are Tomograms. [PDF]
Markovich LA, Urbanetz J, Man'ko VI.
europepmc +1 more source
Application of Spatial Methods in Rural Cancer Control Research in the United States. [PDF]
Zahnd WE +7 more
europepmc +1 more source
Investigating the soil surface properties behind elevated natural radiation in Mamuju, Indonesia. [PDF]
Abdullah ARA +14 more
europepmc +1 more source
Appraisal of reservoir quality for hydrocarbon-bearing deep-water Miocene sandstones incised valley, south-east Asian offshore Indus: An application of seismic attributes and instantaneous spectral porosity quantitative reservoir simulations. [PDF]
Naseer MT +5 more
europepmc +1 more source
Reflections and Projections: The Next 50 Years of Priorities in Nursing Education
Journal of Advanced Nursing, EarlyView.
Fiona Timmins
wiley +1 more source
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This article formally defines partial Radon transforms for functions of more than two dimensions. It shows that a generalized projection-slice theorem exists which connects planar and hyperplanar projections of a function to its Fourier transform. In addition, a general theoretical framework is provided for carrying out n-dimensional backprojection ...
Z P, Liang, D R, Munson
openaire +2 more sources
Fractional Radon transform: definition
Applied Optics, 1996In this paper a novel fractional transformation for which we coin the term the fractional Radon transform is defined. This transform generalizes the Radon transform and combines it with the fractional Fourier transform. Both transformations are useful tools for invariant pattern recognition, tomography, and signal processing.
Z, Zalevsky, D, Mendlovi
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