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We develop a model of a two-sided asset market in which trades are intermediated by dealers and are bilateral. Dealers compete to attract order flow by posting the terms at which they execute trades-which can include prices, quantities, and execution speed-and investors direct their orders toward dealers who offer the most attractive terms. We characterize the equilibrium in a general setting, and we illustrate theoretically and numerically how the model can account for several important trading patterns in over-the-counter markets, which do not emerge from existing models. [ABSTRACT FROM AUTHOR]

We develop a model of equilibrium entry, trade, and price formation in over-the-counter (OTC) markets. Banks trade derivatives to share an aggregate risk subject to two trading frictions: they must pay a fixed entry cost, and they must limit the size of the positions taken by their traders because of risk-management concerns. Although all banks in our model are endowed with access to the same trading technology, some large banks endogenously arise as "dealers," trading mainly to provide intermediation services, while medium sized banks endogenously participate as "customers" mainly to share risks. We use the model to address positive questions regarding the growth in OTC markets as trading frictions decline, and normative questions of how regulation of entry impacts welfare. [ABSTRACT FROM AUTHOR]

We study a competitive dynamic financial market subject to a transient selling pressure when market makers face a capacity constraint on their number of trades per unit of time with outside investors. We show that profit-maximizing market makers provide liquidity in order to manage their trading capacity constraint optimally over time: they use slack trading capacity early to accumulate assets when the selling pressure is strong in order to relax their trading capacity constraint and sell to buyers more quickly when the selling pressure subsides. When the trading capacity constraint binds, the bid–ask spread is strictly positive, widening and narrowing as market makers build up and unwind their inventories. Because the equilibrium asset allocation is constrained Pareto-optimal, the time variations in bid–ask spread are not a symptom of inefficient liquidity provision. [ABSTRACT FROM AUTHOR]

We set up and solve a spatial, dynamic equilibrium model of the housing market based on two main assumptions: households with heterogenous abilities flow in and out metropolitan areas in response to local wage shocks, and the housing supply cannot adjust instantly because of regulatory constraints. In our equilibrium, house prices compensate for cross-sectional productivity differences. We increase productivity dispersion in the calibrated model in order to match the 30-year increase in cross-sectional wage dispersion that we document based on metropolitan-level data. We show that the model quantitatively matches the observed 30-year increase in dispersion of house prices across US metropolitan areas. It is consistent with several other features of the cross-sectional distribution of house prices and wages. [ABSTRACT FROM AUTHOR]