Sentence examples for multiplier for the from inspiring English sources

Exact(58)

where λ is the lagrangian multiplier of the hospital budget constraint, v d,s is the lagrange multiplier of the Kuhn-Tucker constraint k d,s ≥0, and μ is the multiplier for the condition that ensures that the steady state inflow and outflow are equal.

Rather than speak in the soft rhetoric of social justice or development, she fashioned an argument around narrow self-interest: "Corruption, in army speak, was a force multiplier for the enemy".

And they are bound by law to keep their spending within a legal growth limit that takes into account current spending and a multiplier for the state's economic growth.

White House aides say the videos and Webcasts are a powerful "force multiplier" for the administration's persuasion efforts, even though the audience for a typical YouTube video is in the thousands, rather than the millions that a presidential event draws on television.

Meanwhile, the multiplier for the market should hold in the mid-teens with 10-year treasuries under 4%.

Let f be a multiplier for the Drury Arveson space H2n of the unit ball, and let ζ1,…,ζn denote the coordinate functions.

The multiplier for the market will hang tough in the mid teens, with interest rates so low, but the possibility of a market in the low 1,200s, alas, is real.

"This gives users a more positive data security experience," explains Stack, "and it encourages them to handle sensitive data correctly in the future to earn even more rewards/badges — effectively becoming a force multiplier for the security team".

We first investigate the optimization problem in the decentralized scenario to find the optimal order quantity and selling price for the retailer as well as the optimal wholesale price and lot size multiplier for the supplier.

In this paper we show that the L2-weighted inequalities with radial weights of the multiplier for the ball are controlled by the maximal function defined by averages on arbitrary rectangles.

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Similar(1)

ν q i 0 and ν q i 1 are the Lagrange multipliers for the constraints in (44), ν R i is the Lagrange multiplier for the constraint in (45), ν e i 0 and ν e i are the Lagrange multipliers for the constraints in (46), and ν e T is the Lagrange multiplier for the constraint in (47).

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