Evaluating Patient Safety Competency Acquisition Through Clinical Simulation: Development and Application of the Clinical Simulation Learning Patient Safety Scale. [PDF]
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Cyberspatial privacy in the digital age: a proxemics-based framework with a healthcare application. [PDF]
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Undoing the migrant-citizen binomial: reimagining the boundaries of citizenship through acts of solidarity in a southern European City during the COVID-19 pandemic. [PDF]
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New Construction for Transversal Design
Journal of Computational Biology, 2006The study of gene functions requires the development of a DNA library of high quality through much of testing and screening. Pooling design is a mathematical tool to reduce the number of tests for DNA library screening. The transversal design is a special type of pooling design, which is good in implementation.
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Thwarts in transversal designs
Designs, Codes, and Cryptography, 1995A subset of points in a transversal design is a thwart if each block in the design has one of a small number of intersection sizes with the subset. While the details are too complicated to state here, the authors study thwarts (subconfigurations) of transversal deisgns via the use of a version of Wilson's theorem.
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Design of a novel transversal filter
Microwave and Optical Technology Letters, 2004AbstractA novel transversal filter using triple‐coupled‐line directional couplers and its design method are proposed. The performance of the proposed filter is verified by full‐wave analysis and measurement. The measured result is compared with the simulated one and good agreement is achieved. © 2004 Wiley Periodicals, Inc.
Ki Mann Jee, Dong Chul Park
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On simple and supersimple transversal designs
Journal of Combinatorial Designs, 2000Given a positive integer \(r\), a transversal design \(\text{TD}_\lambda(k,g)\) is \(r\)-simple if and only if any two distinct blocks (of size \(k\)) have less than \(r\) elements in common. For brevity, \(k\)-simple and 3-simple are simple and supersimple, respectively. \textit{H.-D. O. F. Gronau} and \textit{R. C. Mullin} [J. Comb. Math.
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