2018
DOI: 10.1061/(asce)co.1943-7862.0001563
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Identification and Prevention of Unbalanced Bids Using the Unascertained Model

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Cited by 26 publications
(23 citation statements)
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“…From the above analysis, with the different weight v of group utility, the ranks of bidders are different, which means that the bidder of unbalanced bid is determined according to the attitude of owners for seriously concerning unbalanced bid. Especially, the result in the later is the same as that in Arditi and Chotibhongs (2009) and An et al (2018). The superiority of the proposed method is that the preference of owners is taken into consideration in the identification process of unbalanced bidding.…”
Section: Sensitivity Analysis When V Is Continuous Point Coordinate Vmentioning
confidence: 65%
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“…From the above analysis, with the different weight v of group utility, the ranks of bidders are different, which means that the bidder of unbalanced bid is determined according to the attitude of owners for seriously concerning unbalanced bid. Especially, the result in the later is the same as that in Arditi and Chotibhongs (2009) and An et al (2018). The superiority of the proposed method is that the preference of owners is taken into consideration in the identification process of unbalanced bidding.…”
Section: Sensitivity Analysis When V Is Continuous Point Coordinate Vmentioning
confidence: 65%
“…These countermeasures also provide support to bidding officials to protect public interests and ensure an efficient use of the public money. The identification of unbalanced bidding is acted in uncertainty environment; An et al (2018) developed an identification model based on unascertained mathematical theory.…”
Section: Introductionmentioning
confidence: 99%
“…However, how to quantitatively describe the unascertained state or the unascertained size of the thing, Liu et al established the unascertained mathematical theory, and proposed an evaluation model of unascertained measure theory to describe a thing in an unascertained state or with some unascertained nature by a real number between 0 and 1 [35]. Afterwards, the unascertained measure theory has been rapidly developed and applied, and has been widely used in many fields such as reliability assessment [36], safety risk assessment [37][38][39], social development assessment [40], bidding quotation [41], project delivery [42], and has achieved good results.…”
Section: Entropy-unascertained Measure Theorymentioning
confidence: 99%
“…Unbalanced bidding, also known as skewed bidding, can be defined as the process of increasing the prices of some items and concurrently decreasing the prices of other items without affecting the total offered bid price, with the intention of achieving competitive advantage over rivals and thereby increasing the chance of winning the contract, minimizing the total project cost, improving cash flow, and increasing the profit of the project (Cattell et al 2007; Afshar and Amiri 2010a; Skitmore and Cattell 2013;Hyari 2016;Hyari et al 2016;Nikpour et al 2017;An et al 2018;Aziz and Aboelmagd 2019). Although this practice can be used by contractors when they are bidding lump sum or unit price contracts (e.g., Su and Lucko 2015;Hyari 2016;Hyari et al 2016;Hyari 2017;Nikpour et al 2017), it is predominantly used in unit price contracts as the actual quantity is not known for certain (e.g., Hoogenboom et al 2006;Arditi and Chotibhongs 2009;Mandell and Nyström 2011;Nyström 2015;An et al 2018).…”
Section: Introductionmentioning
confidence: 99%