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Computational results for problems with up to 20 jobs and 10 machine centers are given.
The computational results for problems of different sizes show that the proposed algorithm is both effective and efficient.
FORM/SORM are very suitable solutions when applicable but, due to their inherent assumptions, they sometimes lead to incorrect results for problems involving for instance multiple design points and/or nonsmooth failure domains.
Despite several advantages of the SDPD method over the conventional DPD model, the original formulation of SDPD by Español and Revenga (2003) [9], lacks angular momentum conservation, leading to unphysical results for problems where the conservation of angular momentum is essential.
We apply the abstract results for problems of mathematical physics.
This section deals with the existence results for problems (1) and (2).
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We indicate the results for problem (1.1 - 1.3 1.1 - 1.3on 5.
Section 3 contains the main results for problem (1.1).
(1.2) There exist several existence results for problem (1.2).
We only prove the results for problem (1.3).
Now, we give our main results for problem (3).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com