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There are, however, no complete series of solid solutions between any dioctahedral mica and any trioctahedral mica.

has extremal Carathéodory solutions between and.

Step 2: Problem (1) has solutions between v and w.

3) Pareto optimal solutions between different fault current goals.

Finally, we prove that problem (4.1) has the extremal solutions between α and β.

Some sufficient conditions guarantee the existence enclosure of weak solutions between sub- and supersolutions.

Therefore, hybrid solutions between fully serial and fully parallel are, in practice, considered.

However, the shapes of the solutions between (mu=0.05) and (mu=0.05i) are different.

Theorem 5.3 ensures that (7.11) has extremal weak solutions between and.

Theorem 1 guarantees that problem (11) has a nonempty set of solutions between α and β.

The Pareto optimal solutions between different target fault currents are shown in Fig. 6.

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