2,308 research outputs found
Author Interview with Brian D. Anderson
No full textBrian D. Anderson was our feature artist of the week, October 19th - 23rd, 2020.https://jagworks.southalabama.edu/vid_presentations/1010/thumbnail.jp
Art Behind Gaming: Brian D. Anderson
No full textA discussion with author Brian D. Anderson about worldbuilding in fantasy. Part of the Art Behind Gaming Online Con.https://jagworks.southalabama.edu/vid_presentations/1046/thumbnail.jp
Tau and Retromer Dataset 2
No full textMicroscopy and other data related to
Retromer deficiency enhances the truncation and toxicity of Tau
Jamshid Asadzadeh, Evelyne Ruchti, Wei Jiao, Greta Limoni, Catherine MacLachlan, Scott A. Small, Graham Knott, Ismael Santa-Maria and Brian D. McCabe.
Brain Mind Institute, EPFL, Switzerland - https://mccabelab.or
Tau and Retromer Dataset 1
No full textMicroscopy and other data related to
Retromer deficiency enhances the truncation and toxicity of Tau
Jamshid Asadzadeh, Evelyne Ruchti, Wei Jiao, Greta Limoni, Catherine MacLachlan, Scott A. Small, Graham Knott, Ismael Santa-Maria and Brian D. McCabe.
Brain Mind Institute, EPFL, Switzerland - https://mccabelab.or
Supplemental Data - Intact Drosophila Whole Brain Cellular Quantitation reveals Sexual Dimorphism
No full textSupplemental Figures, Datasets and Movies supporting the manuscript -
Intact Drosophila Whole Brain Cellular Quantitation reveals Sexual Dimorphism. Wei Jiao, Gard Spreemann, Evelyne Ruchti, Soumya Banerjee, Ying Shi, R. Steven Stowers, Kathryn Hess and Brian D. McCabe
Brain Mind Institute, EPFL - Swiss Federal Institute of Technology Lausanne, Switzerland - https://mccabelab.or
Supplemental Data - Intact Drosophila Whole Brain Cellular Quantitation reveals Sexual Dimorphism
No full textSupplemental Figures, Datasets and Movies supporting the manuscript - Intact Drosophila Whole Brain Cellular Quantitation reveals Sexual Dimorphism. Wei Jiao, Gard Spreemann, Evelyne Ruchti, Soumya Banerjee, Ying Shi, R. Steven Stowers, Kathryn Hess and Brian D. McCabe Brain Mind Institute, EPFL - Swiss Federal Institute of Technology Lausanne, Switzerland - https://mccabelab.orgv
Competition policy. by Brian Ellis
No full texttag=1 data=Competition policy. by Brian Ellis
tag=2 data=Ellis, Brian
tag=3 data=Australian Rationalist,
tag=5 data=46
tag=6 data=Autumn/Winter 1998
tag=7 data=51-56.
tag=8 data=ECONOMIC CONDITIONS
tag=9 data=COMPETITION%CORPORATISATION%NATIONAL COMPETITION POLICY%PRIVATE SECTOR PUBLIC SECTOR EFFECTIVENESS%SERVICE DELIVERY%SOCIAL POLICY%INNOVATION
tag=10 data=Examines the Government's National Competition Policy in relation to encouraging R&D, and the corporisation of public services and utilites. The author is Emeritus Professor of Philosophy at La Trobe UNiversity and Vice-President of the Rationalist Society of Australia. Article Taken from What's New.
tag=13 data=CABExamines the Government's National Competition Policy in relation to encouraging R&D, and the corporisation of public services and utilites. The author is Emeritus Professor of Philosophy at La Trobe UNiversity and Vice-President of the Rationalist Society of Australia. Article Taken from What's New
Phase-Function Normalization in the 3-D Discrete-Ordinates Solution of Radiative Transfer – PART I: Conservation of Scattered Energy and Asymmetry Factor
No full textThe conditions for which conversation of scattered energy and phase-function asymmetry factor after discrete-ordinates methods (DOM) directional discretization for 3-D radiative transfer in anisotropic scattering media breaks down are examined. Directional discretization in anisotropic scattering media is found to alter the scattering asymmetry factor—a second-type of ‘‘false scattering.’’ Phase-function normalization which conserves scattered energy alone cannot correct this problem, and conservation of the asymmetry factor is simultaneously required. A normalization technique developed by the authors, which was successfully tested in 2-D asymmetric cylindrical-coordinate radiative transfer analysis, is intensively examined and validated with benchmark problems in 3-D Cartesian coordinates. In Part I of this study, the degree of anisotropy for which normalization is necessary to conserve these inherent quantities is presented for various phase-function approximations and discrete quadrature sets.Peer reviewed
Phase-Function Normalization in the 3-D Discrete-Ordinates Solution of Radiative Transfer – PART II: Benchmark Comparisons
No full textRadiative transfer in a cubic enclosure, subject to varying conditions, is determined using the discrete-ordinates method (DOM) with the two normalization techniques introduced in Part I of this study. Their predictions are compared with Monte Carlo simulations. For all cases, false scattering due to directional discretization cannot be corrected when the old technique, which solely conserves scattered energy, is implemented; and thus, signifi- cant discrepancies exist when compared to Monte Carlo results. The new technique, which conserves both scattered energy and the asymmetry factor, is able to retain original scatter- ing properties after directional discretization, leading to improved accuracy when compared to Monte Carlo. In addition, a parametric study is presented to gauge the impact of asym- metry-factor conservation on media with various optical properties. Finally, the impact of normalization is investigated for both ultrafast radiative transfer and ballistic incidence with varying incident angle.Peer reviewed
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