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Here best approximation theorems explore the existence of an approximate solution whereas best proximity point theorems analyze the existence of an approximate solution that is optimal.
He obtained only an approximate solution, but his energy calculation was quite accurate.
where x ∗ is an approximate solution.
Each point on the path is an approximate solution.
For a slender beam, an approximate solution is given.
By utilizing Theorem 2.5, (5) has an approximate solution.
Therefore, instead of, we propose an approximate solution.
They also propose an approximate solution named graph-sampling.
where is an approximate solution of (1.1), (1.2).
Dual decomposition is used to obtain an approximate solution.
Kutateladze [8] introduced the notion of an approximate solution firstly.
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