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Structural uncertainty

A particular complication for registration systems is the requirement to register compounds whose structure is not completely known. For example, a chemist [Pg.183]

In all such cases of uncertainty, both isomers will have the same structural representation and will need to be marked as distinct in the registry. [Pg.184]


Structured uncertainty relates to parametric variations in the plant dynamics, i.e. uncertain variations in coefficients in plant differential equations. [Pg.303]

Fault tree or equivalent analysis is key to PSA. Small logical structures may be evaluated by hand using the iciples of Chapter 2 but at some point computer support eeded. Even for simple structures, uncertainty analysis VIonte Carlo methods requires a computer. However, t of the codes are proprietary or a fee is charged for their... [Pg.453]

Try drawing alternative model diagrams to identify structural uncertainties. [Pg.21]

Because of structural uncertainties and confusing nomenclature, much of the early literature is, frankly, of little more than historical interest. However, after 1930, when most authors adopted the present Chemical Abstracts naming (see Note on Nomenclature that follows), a reliable body of literature gradually accumulated on all six systems, albeit at very different rates. For example, data on the 1,8-naphthyridines greatly outnumbered those on the other systems, probably as a result of the discovery of significant antimicrobial properties associated with nalidixic acid as well as the intrinsic suitability of the 1,8-system for metal complexation. [Pg.435]

Structural uncertainties in a distribution can be represented by empirical distributions or a mixture of a discrete and parametric distribution, as described previously. Unless there is a need to partition the distribution into zero and non-zero components, failure to account for the frequency of zero values can lead to overestimation of the mean of the overall distribution. [Pg.28]

Structural uncertainties in models can be dealt with in a variety of ways, including (1) parameterization of a general model that can be reduced to alternative functional forms (e.g. Morgan Henrion, 1990), (2) enumeration of alternative models in a probability tree (e.g. Evans et al., 1994), (3) assessment of critical assumptions within a model, (4) assessment of the pedigree of a model and (5) assessment of model quality. The first two of these are quantitative methods, whereas the others are qualitative. In practice, a typical approach is to compare estimates made separately with two or more models. However, the models may not be independent of each other with respect to their basis in theory or data. Thus, an apparently favourable comparison of models may indicate only consistency, rather than accuracy. [Pg.47]

All these derivatization approaches have the common disadvantage of not knowing the exact position and degree of substitution of vancomycin. This unfortunately holds true also for the underivatized native antibiotic type CSPs where this structural uncertainty results from the undisclosed immobilization process. [Pg.400]

Despite the structural uncertainty, the isolation of these compounds, along with mechanistic evidence for such species from reactions we have met and others such as carbonyl insertions at square-planar compounds (163), means that we should reasonably regard such structures as being attainable while keeping an open mind over whether or not they are stabilized by any additional interactions. [Pg.266]

After some initial structural uncertainties, vitamin Kj, 2-methyl-3-farnesylgeranylgeranyl-1,4-naphthoquinone, was obtained following a route similar to that for the phytyl analogue (ref.88). [Pg.641]

The filters tuning is a crucial issue due the need to quantify the accuracy of the model in terms of the process noise covariance matrix for process characterized by structural uncertainties which are time-varying. Thus, approaches to time-varying covariances were studied and included to a traditional EKF and an optimization-based state estimators constrained EKF (CEKF) formulations. The results for these approaches have shown a significant improvement in filters performance. Furthermore, the performance of these estimators as a transient data reconciliation technique has been appraised and the results have shown the CEKF suitability for this proposes. [Pg.519]

However, as pointed out by Rayet Hashimoto (2000), the metallicity dependence of the weak s-process production is not yet well understood — which may hamper an understanding of observed s-abundances in metal poor stars — due to nuclear physics and stellar structure uncertainties (cf. also Baraffe Takahashi 1993). [Pg.58]

Kp and the position of the minima according to (5.11) has not been reported by these authors. Such a simple relation indeed exists and is shown in Fig. 5.20. The horizontal width of the symbols corresponds to structure uncertainties if data of several sources are taken into account. The vertical length represents the width of the MDOS as reported by Ittdlekofer. This width should correspond to the band-gap coefficient 2 r(Kp). Large coefficients indeed exist for Tl,In, Ge, Sn, Pb, and in particular for Bi, whereas Al, Ga, and Si show smaller values by factors 2-4 [5.73]. For the latter an MDOS could not be resolved [5.60, 74]. [Pg.187]

After a great deal of structural uncertainty, the assignment for narcissidine has been finally resolved by X-ray crystallography. Narcissidine is represented by (1 R = — Me), and on this basis the structures of several related... [Pg.138]

Here Pnuc(r) is a weighted-average of the neutron and proton distributions in the nucleus, which leads to nuclear structure uncertainties that will be discussed in section 4.5.2. The calculation that will be described here leads from this Hamiltonian to the prediction for the nuclear-spin-independent part of the PNC transition... [Pg.494]

Koyliioglu, U., (Jakmak, A. Nielsen, S. 1995. Interval Algebra to Deal with Pattern Loading and Structural Uncertainties, Journal of Engineering Mechanics, Vol. 121, No. 11, pp. 1149-1157. [Pg.107]

Marinova, D.G., Stavroulakis, G.E. Zacharenakis, E.C. 2005. Robust control of smart beams in the presence of damage-induced structural uncertainties. International Conference PhysCon 2005 Saint Petersburg, Russia. [Pg.177]


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See also in sourсe #XX -- [ Pg.70 ]




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