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From Dixit (1989a), lognormal revenues function as the basis from which to determine variance.
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The revenue function shows disparate responses to winning at various levels of success, which support the notion that revenue sharing discourages improvement.
The revenue function for a standard auction is typically asymmetric around the revenue maximizing reserve price.
Therefore, when the revenue function is unknown, it is important to consider uncertainty around the revenue function and its asymmetric structure.
A revenue function computes the revenue associated with the total amount of traffic covered and backhauled to the root nodes.
Computation of revenue function using the production model, a subsequent operation, becomes straight forward enough.
Each of these situations has a particular probability that affects the formulation of the total revenue function.
where R γi,j, Γi,j) denotes the revenue function and C pi,j, p−i) denotes the pricing function for the small cell BSs.
In this paper, we presented an extension of the RCPSP with overtime cost and a revenue function monotonically decreasing with project duration.
Note that the revenue function is concave and monotonically decreasing in the relevant makespan interval from (underline{T}) to (overline{T}).
This revenue function could reflect the user throughput satisfaction level with the QoS requirement target Γi,j for full buffer services.
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CEO of Professional Science Editing for Scientists @ prosciediting.com