- 1 Types of liquidity risk
- 2 Causes
- 3 Pricing
- 4 Measures of liquidity risk
- 5 Measures of asset liquidity
- 6 Management
- 7 Case studies
- 8 References
- 9 Further reading
- 10 External links
Types of liquidity risk
Market liquidity – An asset cannot be sold due to lack of liquidity in the market – essentially a sub-set of market risk. This can be accounted for by:
- Widening bid/offer spread
- Making explicit liquidity reserves
- Lengthening holding period for VaR calculations
Funding liquidity – Risk that liabilities:
- Cannot be met when they fall due
- Can only be met at an uneconomic price
- Can be name-specific or systemic
Liquidity risk arises from situations in which a party interested in trading an asset cannot do it because nobody in the market wants to trade for that asset. Liquidity risk becomes particularly important to parties who are about to hold or currently hold an asset, since it affects their ability to trade.
Manifestation of liquidity risk is very different from a drop of price to zero. In case of a drop of an asset's price to zero, the market is saying that the asset is worthless. However, if one party cannot find another party interested in trading the asset, this can potentially be only a problem of the market participants with finding each other. This is why liquidity risk is usually found to be higher in emerging markets or low-volume markets.
Liquidity risk is financial risk due to uncertain liquidity. An institution might lose liquidity if its credit rating falls, it experiences sudden unexpected cash outflows, or some other event causes counterparties to avoid trading with or lending to the institution. A firm is also exposed to liquidity risk if markets on which it depends are subject to loss of liquidity.
Market and funding liquidity risks compound each other as it is difficult to sell when other investors face funding problems and it is difficult to get funding when the collateral is hard to sell. Liquidity risk also tends to compound other risks. If a trading organization has a position in an illiquid asset, its limited ability to liquidate that position at short notice will compound its market risk. Suppose a firm has offsetting cash flows with two different counterparties on a given day. If the counterparty that owes it a payment defaults, the firm will have to raise cash from other sources to make its payment. Should it be unable to do so, it too will default. Here, liquidity risk is compounding credit risk.
A position can be hedged against market risk but still entail liquidity risk. This is true in the above credit risk example—the two payments are offsetting, so they entail credit risk but not market risk. Another example is the 1993 Metallgesellschaft debacle. Futures contracts were used to hedge an Over-the-counter finance OTC obligation. It is debatable whether the hedge was effective from a market risk standpoint, but it was the liquidity crisis caused by staggering margin calls on the futures that forced Metallgesellschaft to unwind the positions.
Accordingly, liquidity risk has to be managed in addition to market, credit and other risks. Because of its tendency to compound other risks, it is difficult or impossible to isolate liquidity risk. In all but the most simple of circumstances, comprehensive metrics of liquidity risk do not exist. Certain techniques of asset liability management can be applied to assessing liquidity risk. A simple test for liquidity risk is to look at future net cash flows on a day-by-day basis. Any day that has a sizeable negative net cash flow is of concern. Such an analysis can be supplemented with stress testing. Look at net cash flows on a day-to-day basis assuming that an important counterparty defaults.
Analyses such as these cannot easily take into account contingent cash flows, such as cash flows from derivatives or mortgage-backed securities. If an organization's cash flows are largely contingent, liquidity risk may be assessed using some form of scenario analysis. A general approach using scenario analysis might entail the following high-level steps:
- Construct multiple scenarios for market movements and defaults over a given period of time
- Assess day-to-day cash flows under each scenario.
Because balance sheets differ so significantly from one organization to the next, there is little standardization in how such analyses are implemented.
Regulators are primarily concerned about systemic implications of liquidity risk.
Risk-averse investors naturally require higher expected return as compensation for liquidity risk. The liquidity-adjusted CAPM pricing model therefore states that, the higher an asset's market-liquidity risk, the higher its required return.
A common method for estimating the upper bound for a security illiquidity discount is by using a Lookback option, where the premia is equal to the difference between the maximum value of a security during a restricted trading period and its value at the end of the period. When the method is extended for corporate debt it is shown that liquidity risk increases with a bond credit risk.
Measures of liquidity risk
Culp defines the liquidity gap as the net liquid assets of a firm. The excess value of the firm's liquid assets over its volatile liabilities. A company with a negative liquidity gap should focus on their cash balances and possible unexpected changes in their values.
As a static measure of liquidity risk it gives no indication of how the gap would change with an increase in the firm's marginal funding cost.
Culp denotes the change of net of assets over funded liabilities that occurs when the liquidity premium on the bank's marginal funding cost rises by a small amount as the liquidity risk elasticity. For banks this would be measured as a spread over libor, for nonfinancials the LRE would be measured as a spread over commercial paper rates.
Problems with the use of liquidity risk elasticity are that it assumes parallel changes in funding spread across all maturities and that it is only accurate for small changes in funding spreads.
Measures of asset liquidity
The bid-offer spread is used by market participants as an asset liquidity measure. To compare different products the ratio of the spread to the product's bid price can be used. The smaller the ratio the more liquid the asset is.
This spread is composed of operational, administrative, and processing costs as well as the compensation required for the possibility of trading with a more informed trader.
Hachmeister refers to market depth as the amount of an asset that can be bought and sold at various bid-ask spreads. Slippage is related to the concept of market depth. Knight and Satchell mention a flow trader needs to consider the effect of executing a large order on the market and to adjust the bid-ask spread accordingly. They calculate the liquidity cost as the difference of the execution price and the initial execution price.
Immediacy refers to the time needed to successfully trade a certain amount of an asset at a prescribed cost.
Hachmeister identifies the fourth dimension of liquidity as the speed with which prices return to former levels after a large transaction. Unlike the other measures, resilience can only be determined over a period of time, i.e., resilience is the capacity to recover.
Liquidity-adjusted value at risk
Liquidity-adjusted VAR incorporates exogenous liquidity risk into Value at Risk. It can be defined at VAR + ELC (Exogenous Liquidity Cost). The ELC is the worst expected half-spread at a particular confidence level.
Another adjustment, introduced in the 1970s with a regulatory precursor to today's VAR measures, is to consider VAR over the period of time needed to liquidate the portfolio. VAR can be calculated over this time period. The BIS mentions "... a number of institutions are exploring the use of liquidity adjusted-VAR, in which the holding periods in the risk assessment are adjusted by the length of time required to unwind positions." 
Liquidity at risk
Alan Greenspan (1999) discusses management of foreign exchange reserves and suggested a measure called Liquidity at risk. A country's liquidity position under a range of possible outcomes for relevant financial variables (exchange rates, commodity prices, credit spreads, etc.) is considered. It might be possible to express a standard in terms of the probabilities of different outcomes. For example, an acceptable debt structure could have an average maturity—averaged over estimated distributions for relevant financial variables—in excess of a certain limit. In addition, countries could be expected to hold sufficient liquid reserves to ensure that they could avoid new borrowing for one year with a certain ex ante probability, such as 95 percent of the time.
Scenario analysis-based contingency plans
The FDIC discuss liquidity risk management and write "Contingency funding plans should incorporate events that could rapidly affect an institution’s liquidity, including a sudden inability to securitize assets, tightening of collateral requirements or other restrictive terms associated with secured borrowings, or the loss of a large depositor or counterparty." Greenspan's liquidity at risk concept is an example of scenario based liquidity risk management.
Diversification of liquidity providers
If several liquidity providers are on call then if any of those providers increases its costs of supplying liquidity, the impact of this is reduced. The American Academy of Actuaries wrote "While a company is in good financial shape, it may wish to establish durable, ever-green (i.e., always available) liquidity lines of credit. The credit issuer should have an appropriately high credit rating to increase the chances that the resources will be there when needed."
Bhaduri, Meissner and Youn discuss five derivatives created specifically for hedging liquidity risk.:
- Withdrawal option: A put of the illiquid underlying at the market price.
- Bermudan-style return put option: Right to put the option at a specified strike.
- Return swap: Swap the underlying's return for LIBOR paid periodicially.
- Return swaption: Option to enter into the return swap.
- Liquidity option: "Knock-in" barrier option, where the barrier is a liquidity metric.
Amaranth Advisors LLC – 2006
Amaranth Advisors lost roughly $6bn in the natural gas futures market in September 2006. Amaranth had taken a concentrated, leveraged, and undiversified position in its natural gas strategy. Amaranth’s positions were staggeringly large, representing around 10% of the global market in natural gas futures. Chincarini notes that firms need to manage liquidity risk explicitly. The inability to sell a futures contract at or near the latest quoted price is related to one’s concentration in the security. In Amaranth’s case, the concentration was far too high and there were no natural counterparties when they needed to unwind the positions. Chincarini (2006) argues that part of the loss Amaranth incurred was due to asset illiquidity. Regression analysis on the 3 week return on natural gas future contracts from August 31, 2006 to September 21, 2006 against the excess open interest suggested that contracts whose open interest was much higher on August 31, 2006 than the historical normalized value, experienced larger negative returns.
Northern Rock – 2007
Northern Rock suffered from funding liquidity risk in September 2007 following the subprime crisis. The firm suffered from liquidity issues despite being solvent at the time, because maturing loans and deposits could not be renewed in the short-term money markets. In response, the FSA now places greater supervisory focus on liquidity risk especially with regard to "high-impact retail firms".
LTCM – 1998
Long-Term Capital Management (LTCM) was bailed out by a consortium of 14 banks in 1998 after being caught in a cash-flow crisis when economic shocks resulted in excessive mark-to-market losses and margin calls. The fund suffered from a combination of funding and asset liquidity issues. The asset liquidity issue arose from LTCM's failure to account for liquidity becoming more valuable, as it did following the crisis. Since much of its balance sheet was exposed to liquidity risk premium, its short positions would increase in price relative to its long positions. This was essentially a massive, unhedged exposure to a single risk factor. LTCM had been aware of funding liquidity risk. Indeed, they estimated that in times of severe stress, cuts on AAA-rated commercial mortgages would increase from 2% to 10%, and similarly for other securitiles. In response to this, LTCM had negotiated long-term financing with margins fixed for several weeks on many of their collateralized loans. Due to an escalating liquidity spiral, LTCM could ultimately not fund its positions in spite of its numerous measures to control funding risk.
- Brunnermeier, Markus K.; Pedersen, Lasse Heje (2009). "Market Liquidity and Funding Liquidity". Review of Financial Studies. 22 (6): 2201–38. doi:10.1093/rfs/hhn098.
- Duffie, Darrell; Garleanu, Nicolae; Pedersen, Lasse Heje (2005). "Over-the-Counter Markets". Econometrica. 73 (6): 1815–47. doi:10.1111/j.1468-0262.2005.00639.x.
- Acharya, V; Pedersen, L (2005). "Asset pricing with liquidity risk". Journal of Financial Economics. 77 (2): 375–410. doi:10.1016/j.jfineco.2004.06.007.
- Longstaff, Francis A. (1995). "How Much Can Marketability Affect Security Values?". The Journal of Finance. 50 (5): 1767–74. doi:10.1111/j.1540-6261.1995.tb05197.x.
- Abudy, Menachem Meni; Raviv, Alon (2016). "How much can illiquidity affect corporate debt yield spread?". Journal of Financial Stability. 25: 58–69. doi:10.1016/j.jfs.2016.06.011.
- Arnaud Bervas (2006). "Market Liquidity and its incorporation into Risk Management" (PDF). Financial Stability Review. 8: 63–79. Archived from the original (PDF) on July 12, 2012.
- Glyn A. Holton (2013). "Value-at-Risk: Theory and Practice, Second Edition". Retrieved July 2, 2013.
- "Final Report of the Multidisciplinary Working Group on Enhanced Disclosure". Bank for International Settlements. April 2001. Retrieved August 8, 2012.
- "Mr Greenspan discusses recent trends in the management of foreign exchange reserves" (pdf). Bank for International Settlements. April 29, 1999. Retrieved August 8, 2012.
- "Liquidity Risk Management" (pdf). Federal Deposit Insurance Corporation. 2008. Retrieved August 8, 2012.
- "Report of the Life Liquidity Work Group of the American Academy of Actuaries to the NAIC's Life Liquidity Working Group" (pdf). Boston, MA: American Academy of Actuaries. December 2, 2000. Retrieved August 8, 2012.
- Satyajit Das (January 26, 2007). "The More Things Change... Amaranth". Retrieved August 8, 2012.
- Chincarini, Ludwig B. (2008). "Natural Gas Futures and Spread Position Risk: Lessons from the Collapse of Amaranth Advisors L.L.C". SSRN Electronic Journal. doi:10.2139/ssrn.1086865.
- Chincarini, Ludwig B. (2007). "The Amaranth Debacle: Failure of Risk Measures or Failure of Risk Management?". SSRN Electronic Journal. doi:10.2139/ssrn.952607.
- Hyun Song Shin (August 2008). "Reflections on Modern Bank Runs: A Case Study of Northern Rock" (pdf). Retrieved August 9, 2012.
- "FSA moves to enhance supervision in wake of Northern Rock". Financial Services Authority. March 26, 2008. Retrieved August 9, 2012.
- Sungard Ambit. "Long-Term Capital Management Case Study". ERisk. Archived from the original on 2011-07-18.
- Yakov Amihud; Haim Mendelson & Lasse H. Pedersen (2013). Market Liquidity: Asset Pricing, Risk, and Crises. Cambridge University Press. ISBN 978-0-521-13965-6.
- Crockford, Neil (1986). An Introduction to Risk Management (2nd ed.). Woodhead-Faulkner. ISBN 0-85941-332-2.
- van Deventer; Donald R.; Kenji Imai; Mark Mesler (2004). Advanced Financial Risk Management: Tools and Techniques for Integrated Credit Risk and Interest Rate Risk Management. John Wiley. ISBN 978-0-470-82126-8.
- Culp, Christopher L. (2001). The Risk Management Process. Wiley Finance. ISBN 978-0-471-40554-2.
- Hachmeister, Alexandra (2007). Informed Traders as Liquidity Providers. DUV. ISBN 978-3-8350-0755-0.
- Bhaduri, R., G. Meissner and J. Youn (2007). Hedging Liquidity Risk. Journal of Alternative Investments, Winter 2007.
- John L. Knight; Stephen Satchell (2003). Forecasting Volatility in the Financial Markets. Butterworth-Heinemann. ISBN 978-0-7506-5515-6.