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VARIABLE QUANTITY MARKET CLEARING ALGORITHMS

机译:可变数量市场清算算法

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Market clearing is the process of matching buy and sell bids in securities markets. The allocative efficiency of such algorithms is important, as the Auctioneer is typically paid a commission on the number of bids matched and the volume of quantity traded. Previous algorithms have concentrated on price issues. This paper presents several market clearing algorithms that focus solely on allocating quantity among matching buy and sell bids. The goal is to maximise the number of bids matched, while at the same time minimise the amount of unmatched quantity. The algorithms attempt to avoid situations resulting in unmarketable quantities (i.e., quantities too small to sell). Algorithmic performance is tested using simulated data designed to emulate the Australian Stock Exchange (ASX) and other world stock markets. Our results show that it is difficult to avoid partial matchings as the complexity of doing so is NP-complete. The optimal offline algorithm for partial quantity matching is used as a benchmark to compare online matching strategies. We present three algorithms that outperform the ASX's strategy by increasing the number of bids matched, the amount of quantity matched, and the number of bids fully matched.
机译:市场清算是在证券市场中匹配买卖的过程。此类算法的分配效率很重要,因为拍卖师通常向匹配的投标人数和交易量的数量支付佣金。以前的算法集中在价格问题上。本文介绍了几种市场清算算法,仅关注匹配买入和出售出价之间的数量。目标是最大化匹配的出价的数量,同时最小化无与伦比量的数量。该算法试图避免导致不批准数量的情况(即,数量太小而无法出售)。使用模拟数据测试算法性能,旨在模拟澳大利亚证券交易所(ASX)和其他世界股票市场。我们的研究结果表明,很难避免部分匹配,因为这样做的复杂性就是NP完整。部分数量匹配的最佳离线算法用作比较在线匹配策略的基准。我们提出了三种算法,通过增加匹配的出价数量,匹配的数量以及完全匹配的投标数量来表达ASX的策略。

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