Exact(2)
This paper presents corrections to a previous paper (J. Comput. Phys.53 (1984), 124) on stability analyses of one-pressure models for two-phase flow.
Therefore, this article presents corrections to authors list, to the authors' contributions section, and to the acknowledgements section.
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We deeply regret that these occurred and are hereby presenting corrections.
Writers and researchers should maintain a two-way dialogue during the process of publishing web and print articles on genetic findings for the general public--both are responsible for clarifying misreporting of genetic findings and presenting corrections in a timely manner.
To estimate the quality of the present correction procedure, we corrected the z-string-scanning data with the z-string-based synthetic correction approach.
Therefore, the presented correction method will not work reliable for such lesions.
Therefore, in this paper, we presented correction to this method using ANOVA and Likelihood methods.
They presented correction formula that allows to minimize the influence of the user on the results obtained during fingerprint creation and positioning.
It is obvious, however, that in the presence of excessive noise (e.g. in single gates from respiration triggered investigations) the presented correction method would not work reliably.
The performance of such an operation is also demonstrated in Figs. 5, 6, 7 and 8. Since the surrounding sky in Fig. 4b (also in Figs. 6 and 8) appears to be dark, the present correction seems to work well.
A key contribution to stability is the use of a presented correction sampling for coherence-optimal sampling in order to improve stability and accuracy within the adaptive basis scheme.
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Justyna Jupowicz-Kozak
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