Investigators: J. M. Ondov, Department of Chemistry and Biochemistry, University of Maryland, College Park, MD; T. J. Buckley, School of Hygiene and Public Health, Johns-Hopkins University, Baltimore, MD; P. K. Hopke, Clarkson University, Potsdam, NY; M. B. Parlange, Johns-Hopkins University, Baltimore, MD; W. F. Rogge, Department of Civil and Environmental Engineering, Florida International Un...

Title: Antibiotic perturbation of mixed-strain Pseudomonas aeruginosa infection in patients with cystic fibrosis Authors: Anna Tai ([email protected]) Laura Sherrard ([email protected]) Timothy Kidd ([email protected]) Kay Ramsay ([email protected]) Cameron Buckley ([email protected]) Melanie Syrmis ([email protected]) Keith Grimwood (k.grimwood@grif...

Increasing numbers of tourists are requiring access to these natural areas, and in order to supply this need, opportunities exist in privately owned areas, and in those which have been modified in some way. These places are often used for other purposes such as pastoralism, mining, and agriculture, but they also have an alternative, high value use for tourism (Buckley, 1999; Schmiechen, 2004; W...

Ella Trembizki, Cameron Buckley, Andrew Lawrence, Monica Lahra, David Whiley, on behalf of the GRAND Study Investigators Queensland Paediatric Infectious Diseases Laboratory, Queensland Children’s Health Services, Brisbane, Queensland, Australia; Queensland Children’s Medical Research Institute, The University of Queensland, Brisbane, Queensland, Australia; Microbiology and Infectious Diseases ...

This paper presents a method to construct more general fuzzy complex numbers and sets from ordinary fuzzy complex numbers by introduced the ordered sequences of membership functions. It is concluded that multifuzzy complex set is an extension of Buckley fuzzy complex set. Also, two types of multi-fuzzy complex numbers based on the forms z x iy = + and z re = θ are investigated. Multi-Fuzzy Comp...

J. H. Naish, D. M. McGrath, L. J. Baines, K. Passera, C. Roberts, S. Cheung, M. B. Taylor, J. P. Logue, D. L. Buckley, J. Tessier, H. Young, J. C. Waterton, and G. J. Parker Imaging Science and Biomedical Engineering, School of Cancer and Imaging Sciences, University of Manchester, Manchester, United Kingdom, Radiation Medicine Program, Princess Margaret Hospital, Toronto, Ontario, Canada, Dipa...

We present analytical solutions for capillary-controlled displacement in one dimension by use of fractional-flow theory. We show how to construct solutions with a spreadsheet that can be used for the analysis of experiments as well as matrix-block-scale recovery in field settings. The solutions can be understood as the capillary analog to the classical Buckley-Leverett solution (Buckley and Lev...

To derive the fractional flow equation oil displacement will be assumed to take place under the so-called diffusive flow condition. The constraints are that fluid saturations at any point in the linear displacement path are uniformly distributed with respect to thickness; this allows the displacement to be described mathematically in one dimension. The simultaneous flow of oil and water can be ...