Single regime GARCH-NN models are developed by Donaldson and Kamstra (1996) and further extended by Bildirici and Ersin (2009).
The model is generalized and further extended to a class of mechanism, illustrated by the Ge diffusion in silicon through interstitial mechanisms.
The present model is partly derived for general laminates subject to distributed loading and further extended to cross-ply laminate sequence subject to a mixed load condition.
The initial phases were determined at 3.1 Å by Se-SAD, and further extended to 1.6 Å into the type 2a crystal (with a space group of P63) by molecular replacement.
We evaluated two types of the o-nitrobenzyl-linked methotrexate for the drug release study and further extended the study to a fifth-generation poly amidoamine) dendrimer carrier covalently conjugated with methotrexate via the o-nitrobenzyl linker.
Approaches on how to use the crop water production function and elasticity index (EI) to characterize the interrelations of Y, ET, and WUE were presented, and further extended to derive the optimal-coupling domains of water and fertilizer inputs.
We have cloned a new member of human ankyrin repeat and SOCS box containing protein family (ASB), designed as hASB-8, from a human placental cDNA library and further extended by 5′ and 3′-RACE.
A second order analytical model based on an Ayrton Perry approach is then derived for the case of tapered beams with uniform bending moment and further extended to other bending moment distributions.
Utility of E0 is illustrated for Group 2 hydrides, and further extended to complex systems such as amido- (NH2−), imido- (NH2−) and methyl anion (CH3−) model complexes of metal cations bound to tetrahydridoborate anion (BH4−).
The nonstaggered grid method, originally developed by Rhie and Chow (1983, AIAA J.21, 1525) for steady flow and further extended by Zang et al. (1994, J. Comput. Phys.114, 18) to unsteady flow on structured grids, is employed in the present study to enforce mass conservation on hybrid unstructured grids.
More specifically, we construct here a deformation theory of C⁎-algebras endowed with an action of a finite dimensional vector space over a non-Archimedean local field of characteristic different from 2. At the root of our construction stands the p-adic version of the Weyl quantization introduced by Haran [12] and further extended by Bechata [1] and Unterberger [34].
