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In this part, we will show that the conclusion of above Theorem 1 is not correct.
Which of the followings can not be the conclusion of above mentioned situation?
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It may be observed that the conclusions of above corollaries are not true.
The conclusion of the above analysis is that somatic survival is feasible, for various periods of time, even in the presence of a totally destroyed brain; therefore, the destruction of the brain cannot be equated with the human death.
This is the second conclusion of the above study.
We notice that the last conclusion of the above result holds even if (u, v) ≢ (0,0).
The basic conclusion of the above analysis is that the Cauchy problem analyzed here brings a new approach of the studied mobile robot kinematics.
Clearly, if we don't want to accept the deterministic conclusion of the above argument, and if the argument is accepted as valid, then we have to question at least one of the premises.
In opposition to al-Kindi's application of the foregoing argument to time, most subsequent philosophers in the falsafa tradition took the conclusion of the above argument to entail only that an actual infinite magnitude or number of things could not exist, that is to say, there cannot exist some wholly completed infinite all of whose parts exist at one and the same moment in time.
As a conclusion of the above mentioned brainstorm session, the RTW coordinator makes a report in which the main items of the participatory RTW process are described: a summary of prioritised obstacles for RTW, the consensus based solutions, and if possible a concrete work place) profile.
Together these findings underscore the conclusion of the above mentioned meta-analysis [ 33], that it is time now to work on developing schemes that integrate self-report and risk appraisal by others, and to determine precisely how these two methods can be effectively synthesized to facilitate treatment.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com