In the present study, unlike classic problems, evaporation term initiate a strong coupling between heat and mass transfer equations and therefore in the present study the basic idea of numerical solutions which is repetition and correction, is used to present a novel analytical solution and correct it.
The purpose of this short note is to present some corrections and clarifications concerning the proof of the main result given in the above mentioned paper.
The aim of this manuscript is to present a detailed review of the common patterns of deformities that occur during limb lengthening and deformity correction using ILN, to present a systematic approach to the appropriate use of blocking screws and to introduce the "reverse rule of thumb" as a quick reference for surgeons to know the ideal location(s) and the number of blocking screws.
The log-binomial regression, used without any correction to the standard errors, presented results that were equivalent to those yielded by robust Poisson/Cox regression in situations 1 and 2. In situation 3, where an interaction was ignored, the model tended to present confidence intervals that were too narrow (up to 10.4%) compared to the reference, and slightly different point estimates.
Yet when tiered pricing is discussed in the context of medicines, it is usually presented as an alternative for, or a correction to, the present intellectual property regime for medicines.
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.
In this note we present some corrections to our previous paper (Nisar et al. in Adv. Differ. Equ. 2017:118, 2017).
Looking into the future of American corrections, I present a question to both myself and others: If not solitary confinement, then what?
For the so-called exterior solution, the Schwarzschild space-time presents mild corrections to the Newtonian motion of bodies (such as that which explains the advance of the perihelion of Mercury).
In the present example, correction to the face deflection changes to 1.43 so that face deflection value is 3.97 (=2.27 + 0.27 + 1.43) which is under 4.7% from the exact value.
