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| Title: | Funding Liquidity and Limits to Arbitrage |
| Authors: | Aoun, Bassam |
| Keywords: | Funding Liquidity
Arbitrage |
| Approved Date: | 14-Jun-2012 |
| Date Submitted: | 1-Jun-2012 |
| Abstract: | Arbitrageurs play an important role in keeping market prices close to their fundamental
values by providing market liquidity. Most arbitrageurs however use leverage. When
funding conditions worsen they are forced to reduce their positions. The resulting selling
pressure depresses market prices, and in certain situations, pushes arbitrage spreads to
levels exceeding many standard deviations. This phenomenon drove many century old
financial institutions into bankruptcy during the 2007−2009 financial crisis. In this thesis,
we provide empirical evidence and demonstrate analytically the effects of funding liquidity
on arbitrage. We further discuss the implications for risk management.
To conduct our empirical studies, we construct a novel Funding Liquidity Stress Index
(FLSI) using principal components analysis. Its constituents are measures representing
various funding channels. We study the relationship between the FLSI index and three
di↵erent arbitrage strategies that we reproduce with real and daily transactional data.
We show that the FLSI index has a strong explanatory power for changes in arbitrage
spreads, and is an important source of contagion between various arbitrage strategies. In
addition, we perform “event studies” surrounding events of changing margin requirements
on futures contracts. The “event studies” provide empirical evidence supporting important
assumptions and predictions of various theoretical work on market micro-structure.
Next, we explain the mechanism through which funding liquidity affects arbitrage
spreads. To do so, we study the liquidity risk premium in a market micro-structure framework
where market prices are determined by the supply and demand of securities. We
extend the model developed by Brunnermeier and Pedersen [BP09] to multiple periods
and generalize their work by considering all market participants to be risk-averse. We
further decompose the liquidity risk premium into two components: 1) a fundamental
risk premium and 2) a systemic risk premium. The fundamental risk premium compensates
market participants for providing liquidity in a security whose fundamental value is
volatile, while the systemic risk premium compensates them for taking positions in a market
that is vulnerable to funding liquidity. The first component is therefore related to the
nature of the security while the second component is related to the fragility of the market
micro-structure (such as leverage of market participants and margin setting mechanisms). |
| Program: | Actuarial Science |
| Department: | Statistics and Actuarial Science |
| Degree: | Doctor of Philosophy |
| URI: | http://hdl.handle.net/10012/6787 |
| Appears in Collections: | Electronic Theses and Dissertations (UW)
Faculty of Mathematics Theses and Dissertations
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