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Exact(45)
Let be two solutions of (4.1).
Let and be two solutions of (4.1).
Let x1, x2 ∈ be two solutions of problem (11).
For any, let, be two solutions of (2.2) through,, respectively.
Let and be two solutions of (4.1) on.
Let and be two solutions of problem (4.1).
Similar(15)
Suppose that are two solutions of the auxiliary problem (3.1) with respect to.
For the uniqueness, suppose that (u_{1}) and (u_{2}) are two solutions of the considered problem.
Suppose, z 1 m, n), z 2 m, n) are two solutions of Eq. (1).
Suppose that d ^ and d ^ ' are two solutions of (12) with the same g-support.
Assume that (y_{1}(t)) and (y_{2}(t)) are two solutions of equation (3.6).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com