Sentence examples for maximal solution of from inspiring English sources

Finally, we prove that is a weakly maximal solution of.

Suppose that is not a weakly maximal solution of.

where r ( t ) is the maximal solution of (3.5).

A feasible solution is called a weakly maximal solution of if.

It follows from Theorem 4.5 that is a weakly maximal solution of.

where ω is the maximal solution of the Cauchy problem (25).

Then there exist and such that is a weakly maximal solution of.

Assume, for any η ∈ M ˜, the uniqueness of the maximal solution of problem (2.3).

Moreover, (eta(t)) is the maximal solution of (2.2) existing in ((0,+infty)).

where r t, τ 0, u 0) is the maximal solution of comparison equation (3.1.2).

The following lemma confirms the existence of a maximal solution of (1.6) if (pq<1).