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We expect to see more applications of this method to many other nonlinear equations involving non-local operators.
Applications of this method to a lower-limb orthosis and a manually-operated sit-to-stand wheelchair mechanism are presented.
Applications of this method to planning are related to the line of research on the frame problem that started with the invention of formal nonmonotonic reasoning in 1980.
Compared to the great possibilities offered by electronic microscopy only few applications of this method to the study of electrodeposits have become known so far.
We illustrate some applications of this method to combinatorial object enumeration problems and bijective combinatorics and discuss an open problem regarding languages having a rational generating function.
The applications of this method to the fault experimental signals of bearing outer race and inner race with different degree of injury have shown that the proposed method can effectively realize the fault extent evaluation.
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Application of this method in practice led to the establishment of the Dutch Association for the SCM that counts approximately 250 members in 2015.
The application of this method to missions of different parameters is also discussed.
In a previous paper we reported the application of this method to a homogeneous case.
This paper considers the application of this method to the solution of nonlinear differential equation problems.
In this paper, we extend the application of this method to elastoplastic materials.
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CEO of Professional Science Editing for Scientists @ prosciediting.com