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Clearly, solutions in terms of comparison functions satisfy the boundary conditions exactly but experience errors in the differential equation.
Clearly, solutions to (1.1) correspond to the critical points of the energy functional I u)=frac{1}{p}int_{Omega}|nabla u|^{p},dx+frac{1}{r}int_{Omega }|u|^{r},dx- frac{gamma}{s}int_{Omega}|u|^{s},dx, quad uin W^{1,p}_{0}(Omega cap L^{r}(Omega).
Clearly solutions like background checks provide fertile ground for us all to come together around our most deeply shared values.
Similar(55)
Clearly, all solutions u of (5) satisfying α ≤ u ≤ β are solutions of (1).
Clearly, the solutions of the equation (I_{lambda}^{prime} u)=0) are exactly the weak solutions of the problem ((P_{lambda })).
With this strategy, fewer computations are made for clearly dominated solutions and an accurate estimate of the objective function is provided for the interesting, non-dominated solutions.
Clearly, are solutions of (1.1).
Clearly the solutions for this equation are and.
Clearly, the solutions of system (1.6) with positive initial values are positive and bounded.
After sequentially solving these problems, supervalid inequalities can be generated and appended to the upper level master in an attempt to force it away from clearly dominated solutions.
But to talk clearly about solutions, we must squarely confront the problem.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com