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Exact(5)
Solution it is convenient to solve for n even and odd cases separately.
Next, in (47), all functions are defined on, but it will be convenient to solve the following equations (51).
It is analytically convenient to solve the model by using the inverse product demand function: p = C η Q − η, (15).
However, it is more convenient to solve the dual problem of P 2, if we take the problem structure into consideration.
Recently, Harmony Search (HS), a metaheuristic algorithm has gained wide attention and has been demonstrated to be effective and convenient to solve various science and engineering problems.
Similar(54)
G 1+ω 1I and G 2+ω 2I are non-singular for any ω 1 > 0 and ω 2 > 0. For any vectors v 1 and v 2 and ω 1 > 0, ω 2 > 0, it is 'convenient' to solve the system explicitly, i.e. z 1 = (G 1 + ω 1 I)− 1 ν 1 and z 2 = (G 2 + ω 2 I)− 1 ν 2 for vectors z 1 Open image in new window and z 2 Open image in new window, respectively.
It was a convenient way to solve the housing issue, plus to 'do as the Romans do' in a society that values home ownership".
It was a convenient way to solve the housing issue, plus to "do as the Romans do" in a society that values home ownership.
The continuum description of paper is a convenient approach to solve industrially relevant problems.
Is there any more convenient method to solve a similar problem as regards system (1.1)?
Beside the method using windows as passageway, we also can employ another very convenient method to solve this problem for the hollow spheres obtained in this paper.
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