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Conventional approach for solving the replenishment lot size problem is by using differential calculus on the long-run average production cost function with the need to prove optimality first.
On the basis of the above figure, one can find an ideal power ratio by using differential calculus to minimize 3-LPA: f r 1 r 1, r 2 = ∂ f r 1, r 2 ∂ r 1 = 4 r 1 3 − 2 r 1 r 2 2 (14) f r 2 r 1, r 2 = ∂ f r 1, r 2 ∂ r 2 = − 2 r 2 + 4 r 2 3 − 2 r 2 r 1 2 (15).
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Using differential calculus, he characterized the intrinsic properties of curves and surfaces.
Using differential calculus, see [7], the result follows.
They optimize the replenishment lot-size using differential calculus technique.
Mathematically, the Marshallian PED was based on a point-price definition, using differential calculus to calculate elasticities.
Fortunately, there is a standard solution to this problem, which is to define heart rate using differential calculus
Using differential calculus we provide formulas to estimate the range of μ where treatment effects are likely to occur when RTM is present.
In order to find the optimal solutions for both policies they used differential calculus.
But it turns out that definitely better precision can be obtained using noninteger order differential calculus for defining the relationships between supercapacitor's current and voltage [17, 19].
Using multivariate differential calculus, we can determine a critical set of concentrations of the component pMAPKs, which gives rise to the maximal rate of mRNA synthesis.
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