50,797 research outputs found
Dataset in support of the article "Towards a genuinely stable boundary closure for pentadiagonal compact finite difference schemes"
Dataset supporting the plots in the article:
Wu, L. and Kim, J.W. (2024) Towards a genuinely stable boundary closure for pentadiagonal compact finite difference schemes. Journal of Computational Physics, 10.1016/j.jcp.2024.112887
This dataset contains the ASCII data files and the Tecplot data and layout files that were ORIGINALLY produced in the work and used for generating the figures in the publication. The titles of the files are self-explanatory.
Additional related data collected that was not included in the current data package:
Note that data taken from external sources and used for plotting in Fig. 14c, Fig. 15, and Fig. 17 in the publication is not included. If needed, they should be found from their original source – see reference [17] cited in the paper.
Related projects: EPSRC UK Turbulence Consortium (EP/R029326/1)
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The Caratheodory-Cartan-Kaup-Wu Theorem on an infinite-dimensional Hilbert space
This paper treats a holomorphic self-mapping f : Omega -> Omega of a bounded domain Omega in a separable Hilbert space H with a fixed point p. In case the domain is convex, we prove an infinite-dimensional version of the Cartan-Caratheodory-Kaup-Wu Theorem. This is basically a rigidity result in the vein of the uniqueness part of the classical Schwarz lemma. The main technique, inspired by an old idea of H. Cartan, is iteration of the mapping f and its derivative. A normality result for holomorphic mappings in the compact-weak-open topology, due to Kim and Krantz, is used.X112sciescopu
The constant curvature property of the Wu invariant metric
We investigate the property of the Wu invariant metric on a certain class of psuedoconvex domains. We show that the Wu invariant Hermitian metric, which in general behaves as nicely as the Kobayashi metric under holomorphic mappings, enjoys the complex hyperbolic curvature property in such cases. Namely, the Wu invariant metric is Kahler and has constant negative holomorphic curvature in a neighborhood of the spherical boundary points for a large class of domains in C-n.X112sciescopu
Phospholipid meets all-Trans-retinal: The making of RPE bisretinoids
The lipid phase of the photoreceptor outer segment membrane is essential to the photon capturing and signaling functions of rhodopsin. Rearrangement of phospholipids in the bilayer accompanies the formation of the active intermediates of rhodopsin following photon absorption. Furthermore, evidence for the formation of a condensation product between the photolyzed chromophore all-trans-retinal and phosphatidylethanolamine indicates that phospholipid may also participate in the movement of the retinoid in the membrane. The downside of these interactions is the formation of bisretinoid-phosphatidylethanolamine compounds that accumulate in retinal pigment epithelial cells with age and that are particularly abundant in some retinal disorders. The propensity of these compounds to negatively impact on the cells has been linked to the pathogenesis of some retinal disorders including juvenile onset recessive Stargardt disease and age-related macular degeneration.-Sparrow, J. R., Y. Wu, C. Y. Kim, and J. Zhou. Phospholipid meets all-trans-retinal: the making of RPE bisretinoids. Copyright �� 2010 by the American Society for Biochemistry and Molecular Biology, Inc
Analysis of the Wu metric .2. The case of non-convex Thullen domains
We present an explicit description of the Wu invariant metric on the non-convex Thullen domains. We show that the Wu invariant Hermitian metric, which in general behaves as nicely as the Kobayashi metric under holomorphic mappings, enjoys better regularity in this case. Furthermore, we show that the holomorphic curvature of the Wu metric is bounded from above everywhere by -1/2. This leads the Wu metric to be a natural solution to a conjecture of Kobayashi in the case of non-convex Thullen domains.X119sciescopu
Analysis of the Wu metric .1. The case of convex Thullen domains
We present an explicit description of the Wu metric on the convex Thullen domains which turns out to be the first natural example of a purely Hermitian, non-Kahlerian invariant metric. Also, we show that the Wu metric on these Thullen domains is in fact real analytic everywhere except along a lower dimensional subvariety, and is C-1 smooth overall. Finally, we show that the holomorphic curvature of the Wu metric on these Thullen domains is strictly negative where the Wu metric is real analytic, and is strictly negative everywhere in the sense of current.open1112sciescopu
Control and Filtering for Discrete Linear Repetitive Processes with H infty and ell 2--ell infty Performance
Repetitive processes are characterized by a series of sweeps, termed passes, through a set of dynamics defined over a finite duration known as the pass length. On each pass an output, termed the pass profile, is produced which acts as a forcing function on, and hence contributes to, the dynamics of the next pass profile. This can lead to oscillations which increase in amplitude in the pass to pass direction and cannot be controlled by standard control laws. Here we give new results on the design of physically based control laws for the sub-class of so-called discrete linear repetitive processes which arise in applications areas such as iterative learning control. The main contribution is to show how control law design can be undertaken within the framework of a general robust filtering problem with guaranteed levels of performance. In particular, we develop algorithms for the design of an H? and dynamic output feedback controller and filter which guarantees that the resulting controlled (filtering error) process, respectively, is stable along the pass and has prescribed disturbance attenuation performance as measured by and – norms
Formulation of marketing strategies for a European brand steam iron in Hong Kong to challenge the Japanese market leader.
by Lam Siu-wah, Echo, Wu Kim-shu, Patrick.Thesis (M.B.A.)--Chinese University of Hong Kong, 1989.Bibliography: leaf [123
Supporting data and methods for "Evidence for NMN deamidation by host-microbiome interactions" by Kim LJ et al, FEBS Letters 2023
Raw data, analytical methods and statistics contained in submission "Nicotinamide mononucleotide (NMN) deamidation by host-microbiome interactions" by Kim LJ et al 2023
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