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New solitary and periodic wave solutions are derived in "New solitary and periodic wave solutions" section.
In the 'Symmetries and solutions' section, we describe the relations between symmetries and solutions of a distribution.
In "Pseudo-Markovian viscosity solutions" Section we introduce pseudo Markovian viscosity solutions, and in particular the new hitting times inspired by (Bayraktar and Yao 2016).
The characteristic type of the partial differential system turns out to be determined by two classifying functions that limit the existence regime of stationary solutions, Section 3.
(2) A numerical algorithm for the case (n=3) where the proposed algorithm gives almost all common diagonal solutions (Section 3).
Although it's difficult to compare these solutions, Section 5 presents non-functional characteristics related to the design solutions supported by the authors - thus supporting researchers' decision making when selecting design solutions more adjusted to different clients requirements.
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New sections include an extended explanation of moving temperature solutions (Sections 18.9) and flash temperatures (Section 18.11).
But when he read through my problem-solution section he might have said what I now know is true of stories, speeches, speechwriting and, come to think of it, much of life.
The suboptimal solution is presented in "Suboptimal solution" section.
Then we prove the global existence of solution (Section 3).
Finally, we prove the asymptotic behaviour of solution (Section 4).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com