Scaling Laws for the Market Microstructure of the Interdealer Broker Markets
David Eliezer, Ian I. Kogan

TL;DR
This paper introduces simple diffusion-based models for interdealer broker markets, deriving scaling laws for liquidity measures like bid-offer spreads and analyzing effects of market fluctuations and trader behaviors.
Contribution
It presents a minimal-parameter model capturing key statistical properties of interdealer markets and explores their scaling laws under various market disturbances.
Findings
Bid-offer spread scales as the square root of the inverse deal rate.
Fluctuations of best bid/offer relate to trader density.
Models can incorporate market order traders and momentum effects.
Abstract
We propose a series of simple models for the microstructure of a double auction market without intermediaries. We specialize to those markets, such interdealer broker markets, which are dominated by professional traders, who trade mainly through limit orders, watch markets closely, and move their limit order prices frequently. We model these markets as a set of buyers and a set of sellers diffusing in price space and interacting through an annihilation interaction. We seek to compute the purely statistical effects of the presence of large numbers of traders, as scaling laws on various measures of liquidity, and to this end we allow our model very few parameters. We find that the bid-offer spread scales as .In addition we investigate the scaling of other intuitive relationships, such as the relation between fluctuations of the best bid/offer and the density of…
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Taxonomy
TopicsComplex Systems and Time Series Analysis · Financial Risk and Volatility Modeling · Financial Markets and Investment Strategies
