2011
DOI: 10.1007/s10957-011-9886-3
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Optimal Keyword Bids in Search-Based Advertising with Stochastic Advertisement Positions

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Cited by 14 publications
(17 citation statements)
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“…3. Those include the dynamical versions of the optimal bidding strategy "BC" of Cholette et al (2011) under the "expected total cost not to exceed the budget" constraint and the optimal strategy that greedily bids the same amount until either time expires or the budget is depleted, whichever occurs first, so as to maximize the expected total net revenue. Because the latter two strategies have significantly less running-time and space requirements than those of the dynamic-programming approach, they can be considered as some viable alternatives as the numerical examples in the next section suggest.…”
Section: Finding the Value Function Of Any Admissible Markovian Biddimentioning
confidence: 99%
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“…3. Those include the dynamical versions of the optimal bidding strategy "BC" of Cholette et al (2011) under the "expected total cost not to exceed the budget" constraint and the optimal strategy that greedily bids the same amount until either time expires or the budget is depleted, whichever occurs first, so as to maximize the expected total net revenue. Because the latter two strategies have significantly less running-time and space requirements than those of the dynamic-programming approach, they can be considered as some viable alternatives as the numerical examples in the next section suggest.…”
Section: Finding the Value Function Of Any Admissible Markovian Biddimentioning
confidence: 99%
“…In this paper, we consider a dynamic version of the keyword bid problem and attempt to determine the optimal bid price(s) subject to the budget constraint using dynamic programming. It is worth noting that a similar problem has been examined by Cholette et al (2011) who consider a static version of this problem, i.e., they find the constant optimal bid for each day which maximizes the expected profit under some soft budget constraint. They consider different versions of the problem, i.e., the problem (i) with no constraint, (ii) with a budget constraint where the expected cost of clicks must not exceed the available budget, (iii) with a budget constraint where the probability of exceeding the budget does not exceed a fraction, say, 0.10, and (iv) where the "ideal" bid amount is chosen after selecting a point on the efficient frontier of, (i) expected profit, and (ii) probability of exceeding the budget.…”
Section: Introductionmentioning
confidence: 99%
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