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Liquidity buffer

Cash and monetisable assets held for stress: distinguish available cash from a haircut-adjusted liquidity buffer and test it against payment needs.

A liquidity buffer is a stock of cash and readily monetisable assets held to meet cash needs during stress. It gives a treasury time to pay obligations when ordinary funding becomes unreliable. For a quant, the relevant output is usable funding by each payment deadline: a portfolio's market value alone does not establish that its owner can pay.
The term is broader than a cash buffer when eligible securities are included. A bond can contribute to the buffer without already being spendable cash. The amount recognised depends on the policy, stress scenario, currency and time available to convert it.

From asset value to recognised capacity

Consider a fictional treasury with unrestricted USD 8 million in cash and unencumbered bonds worth USD 10 million. Its internal policy accepts those bonds but applies a stipulated 20% planning haircut. Assume the policy's conversion allowance is usable within the specified stress horizon, and the treasury faces USD 18 million of net cash needs over that horizon. There are no other funding sources or inflows.

ResourceMarket value, USD mRecognised amount, USD m
Available cash88
Eligible bonds108
Total1816

The bonds contribute 10(1−0.20)=810(1-0.20)=8 million. The recognised buffer is therefore 8+8=168+8=16 million, leaving a policy shortfall of 18−16=218-16=2 million.

Fictional USD millions: cash available now is 8; bonds marked at 10 contribute 8 after a 20 percent planning haircut. Recognised buffer 16 falls 2 short of need 18.
Fictional USD millions: cash available now is 8; bonds marked at 10 contribute 8 after a 20 percent planning haircut. Recognised buffer 16 falls 2 short of need 18.
Original synthetic treasury comparison in USD millions. The dashed segment is the policy gap; the bond allowance is potential funding capacity, not cash already received.
Only USD 8 million is immediately available cash. The haircut-adjusted USD 16 million is a planning measure. The assumed haircut is neither a guaranteed sale price nor a regulatory parameter. An actual sale requires a buyer and settlement; secured borrowing requires an available counterparty and acceptable collateral. If the entire USD 18 million payment fell due before the bonds could produce cash, the immediate funding gap would be USD 10 million.

A simple policy calculation is

B=C+∑i∈E(1−hi)Vi,G=max⁡(0,N−B),B=C+\sum_{i\in\mathcal{E}}(1-h_i)V_i, \qquad G=\max(0,N-B),

where CC is available cash, E\mathcal{E} contains eligible assets usable within the horizon, ViV_i is their market value, hih_i is the policy haircut, and NN is the scenario's net funding need on the same currency and timing basis. Here BB is recognised capacity and GG is the additional amount needed. This simplified total does not replace a schedule of cash receipts and payment cutoffs.

A larger haircut can reduce capacity even with unchanged asset prices. Raising this example's planning haircut to 30% reduces the bond allowance to USD 7 million, the buffer to USD 15 million and leaves a USD 3 million gap. If the bonds cannot be mobilised in time at all, exclude them from the relevant deadline's calculation rather than merely applying a modest discount.

What makes the stock usable?

An asset belongs in a useful buffer only if the institution has a credible route from holding it to meeting a payment. In practice, this means checking restrictions on use, existing collateral commitments, location and legal entity, currency conversion, market depth and settlement timing. Counting the same bonds both as sale proceeds and as collateral for new borrowing would overstate capacity.

A collateral haircut in an actual financing agreement also reduces cash advanced against securities, but it is set by that agreement rather than by this fictional planning policy. The Margin and Collateral lesson works through repo advances and margin transfers, which explain how usable cash can differ from collateral value. Its public preview introduces the lesson; full access requires membership.
Buffer design connects market liquidity risk, which affects the price and speed of monetisation, with funding liquidity risk, which concerns meeting obligations. Stress testing should change both sides of the comparison: assets can become harder to monetise just as withdrawals or collateral demands increase.

For banks, the Basel Committee's liquidity guidance explicitly connects liquid-asset cushions with stressed needs and operational availability. Regulatory measures such as the liquidity coverage ratio apply their own eligibility and calculation rules. The illustrative buffer above does not calculate that ratio or demonstrate compliance.

Sources

  • John C. Hull, Risk Management and Financial Institutions, 4th edition, Wiley, 2015, Chapter 24, Section 24.2, pp. 507–509: funding needs, cash and securities, liquidation and funding access; pp. 514–515: collateral availability and liquidity cushions.
  • Basel Committee on Banking Supervision, Principles for Sound Liquidity Risk Management and Supervision, September 2008, Principles 9 and 12; paragraphs 123–127, pp. 29–30: unencumbered assets, stress sizing and monetisation constraints.
  • Basel Committee on Banking Supervision, Basel Framework: Liquidity Coverage Ratio, LCR20 and LCR30: the separate calculation and qualifying-asset rules for the regulatory measure.
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  • liquidity management
  • cash
  • collateral
  • stress testing
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