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Dynamic Multi-Factor Bid-Offer Adjustment Model: A Feedback Mechanism for Dealers (Market Makers) to Deal (Grapple) with the Uncertainty Principle of the Social Sciences

机译:动态多因素报价调整模型:反馈机制   经销商(市场庄家)应对不确定性原则(格斗)   社会科学

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摘要

The author seeks to develop a model to alter the bid-offer spread, currentlyquoted by market makers, that varies with the market and trading conditions.The dynamic nature of financial markets and trading, as with the rest of socialsciences, where changes can be observed and decisions can be made byparticipants to influence the system, means that this model has to be adaptiveand include a feedback loop that alters the bid-offer adjustment based on themodifications observed in the market and trading conditions, without asignificant time delay. The factors used to adjust the spread are price volatility, which is publiclyobservable, and trade count and volume, which are generally known only to themarket maker, in various instruments over different historical durations intime. The contributions of each factor to the bid-offer adjustment are computedseparately and then consolidated to produce a very adaptive bid-offerquotation. The author uses the currency markets to build the sample modelbecause they are extremely liquid and trading in them is not as transparent asother financial instruments, such as equities. Simulating the number of tradesand the average size of trades from a lognormal distribution, the parameters ofthe lognormal distributions are chosen such that the total volume in a certaininterval matches the volume publicly mentioned by currency trading firms. Thismethodology can easily be extended to other financial instruments and possiblyto any product with the ability to make electronic price quotations, or caneven be used to periodically perform manual price updates on products that aretraded non-electronically.
机译:作者力图建立一个模型来改变做市商目前报价的买卖价差,该价差随市场和交易条件而变化。金融市场和交易的动态性质以及其他社会科学都可以观察到变化并且参与者可以做出决定以影响系统,这意味着该模型必须是自适应的,并且包括一个反馈环,该反馈环可以根据在市场和交易条件下观察到的修改来更改出价-出价调整,而不会产生明显的时间延迟。用来调整价差的因素包括价格波动(可公开观察)以及交易数量和交易量(通常只有做市商才能知道)在不同的历史期限内使用各种工具。分别计算每个因素对出价调整的贡献,然后将其合并以生成非常自适应的出价。作者使用货币市场来构建样本模型,因为它们具有极高的流动性,并且在其中进行的交易不像其他金融工具(如股票)那样透明。从对数正态分布模拟交易数量和平均交易规模,选择对数正态分布的参数,以使一定时间间隔内的总交易量与货币交易公司公开提及的交易量相匹配。这种方法可以轻松地扩展到其他金融工具,也可以扩展到任何具有电子报价能力的产品,或者甚至可以用于定期对非电子产品进行手动价格更新。

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    Kashyap, Ravi;

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  • 年度 2016
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