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Now, by uniqueness of constants (c_{1}), (c_{2}), we conclude that (2.5) is the unique solution of the boundary value problem (2.3 - 2.4).
"By technological complexity, by importance, by uniqueness.
Therefore, by uniqueness.
Hence x ˜ = x ∗ by uniqueness.
By uniqueness of, we get.
Consequently, x ^ = x ̃ by uniqueness.
that is,, by uniqueness of.
Therefore (bar{x}=x^) by uniqueness.
We get x ¯ = x ∗ by uniqueness.
Hence, x ˜ = x ˆ = x ∗ by uniqueness.
By uniqueness, we have x ′ = x ∗.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com