Sentence examples for a unique solution of the variational from inspiring English sources

where is a unique solution of the variational inequality (3.4).

where x ∗ = P Fix ( S ) f ( x ∗ ) is a unique solution of the variational inequality (3.1).

Then, converges strongly, as, to a, which is a unique solution of the variational inequality (3.35).

Next, we show that, where is a unique solution of the variational inequality (3.4).

Then,, and converges strongly to, where is a unique solution of the variational inequalities (3.4).

Then, converges in norm to which is a unique solution of the variational inequality,.

(iii) if and only if is a unique solution of the following variational inequality: (2.5).

We introduce implicit and explicit iterative algorithms which converge strongly to a unique solution of the hierarchical variational inequality problem.

Conversely, let ((p_{1},p_{2})) be a unique solution of the system of auxiliary variational inequalities (2.1).

Let us show that ((p_{1},p_{2})) is a unique solution of the system of auxiliary variational inequalities (2.1).

end{aligned} So, ((p_{1},p_{2})) is a unique solution of the system of auxiliary variational inequalities (2.1).