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The method also applies to problems where the equations are coupled across an interface through appropriate boundary conditions.
Traditionally, the boundary element method only applies to problems with one single homogenous material in the domain.
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Hence the conclusion of Theorem 3.1 applies to problem (3.9).
Thus, the conclusion of Theorem 3.1 applies to problem (3.13).
The same arguments as above show that Theorem 3.1 applies to problem (4.5), taking again into account Remark 3.2.
But now the pop-up approach is being applied to problems of public health.
They are being applied to problems that once seemed off-limits (such as policing and education).
This enabled geometric methods to be applied to problems in number theory and opened up a vast field of research.
This method can be applied to problems involving dendritic solidification.
The obtained results are applied to problems with nonlocal boundary conditions.
Other techniques applied to problems with reflection of the argument can be found in [15 17].
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