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Exact(12)
Let (u =y + w) be the weak solution of (11).
Let g be the weak solution of Eq. (4.69).
Lemma 4.2 Let U n be the weak solution sequence of system (2.4).
Let be the weak solution of the following reference equation: (3.11).
Let (uin H_{0}^{1}(varOmega )) be the weak solution of a given differential equation.
Let (u(x)) be the weak solution of system (1.1) on the ball B, (B=B(x_{o},r)).
Similar(48)
We prove that if u is the weak solution to Lu="h, then Γu∈Lp for some p>2.
Suppose that is the weak solution of (3.33).
So u is the weak solution of the problem (P) in the sense of Definition 1.
One says that with is the weak solution of (3.11) in if one has (3.12).
Suppose that is the weak solution of (3.11) in with satisfying (1.2)–(1.2).
More suggestions(15)
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com