Strategic Trading in Multiple Assets and the Effects on Market Volatility
by Chenghuan Sean Chu, Andreas Lehnert, and Wayne Passmore
Federal Reserve Board
Abstract
We study government policies designed to increase liquidity
by extending government guarantees to fundamentally illiquid
assets. We characterize the effects of such policies on equilibrium
price dynamics, trading strategies, and welfare. We
build on the strategic trading framework of Brunnermeier and
Pedersen (2005) and Carlin, Lobo, and Viswanathan (2007)
by adding multiple assets and by modeling all agents’ utility
functions. The assets in our model differ in their fundamental
liquidity, i.e., the price reaction of the nonstrategic (or “retail”)
traders to amounts sold by the strategic traders. Nonstrategic
traders are willing to accept greater amounts of the more liquid
asset with less short-term price reaction. These additions allow
us to consider the welfare implications of, for example, shifting
some assets from the illiquid category to the liquid category, a
proxy for government guarantees on a risky asset. As in other
models of this type, the strategic players “predate” on each
other when one becomes distressed and is forced to liquidate
its holdings. As others have shown, the more liquid the asset,
the cheaper it is to predate on a distressed firm. Our model features
an additional channel between liquidity and predation:
because of the cross-elasiticies of demand across assets, firms
can create liquidity in one asset by shorting a complementary
asset. We find that when firms begin with larger endowments
in highly liquid assets, forced liquidation of those assets tends
to result in higher price volatility than would otherwise be
the case. For plausible parameter ranges, such a policy also
results in lower welfare for the nonstrategic traders. This finding
suggests that market interventions designed to alleviate illiquidity
in particular asset markets may instead unintentionally
exacerbate price volatility.
JEL Codes: G0, G01, G12.
Full article
(PDF, 30 pages 541 kb)
Discussion by Bruce Carlin
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