Journal of Credit Risk

Default risk of money-market fund portfolios

Matulya Bansal

  • The short-dated nature of MMF holdings and the need to model portfolio replenishment, the existence of portfolio holdings with different maturities, and concentration risk are taken into account.
  • MMFs vary considerably in their default risk. 
  • Enforcing fixed fees, such as the liquidity-dependent but not risk-dependent 1% or 2% fees proposed in the US, or a static capital buffer across funds, such as the 3\% buffer proposed in Europe, would fail to account for the heterogeneity in MMF portfolios, and so are likely to either be punitive or unable to address the systemic risk associated with MMFs.


We address the problem of quantifying the risk associated with money-market fund (MMF) portfolios. As MMFs are intended to be perpetual investment vehicles but hold short-maturity instruments, this problem presents some unique modeling challenges. By focusing on default risk, the most material driver of portfolio losses, and by using a constant level of risk assumption, we show how this problem is similar to that of pricing a collateralized debt obligation. Drawing upon this insight, we present a novel semianalytic approach to compute the default risk of MMF portfolios. Upon using this model to evaluate the portfolios of three of the largest prime MMFs, we find that they vary considerably in their default risk, which in our stylized model increases with the risk horizon. This suggests that to be effective and yet not punitive, any regulatory proposal (eg, establishing capital buffers, imposing liquidity fees, etc) to address the systemic risk posed by MMFs should be based on the riskiness of the MMF portfolios as well as their liquidation strategy.

To continue reading...

You need to sign in to use this feature. If you don’t have a account, please register for a trial.

Sign in
You are currently on corporate access.

To use this feature you will need an individual account. If you have one already please sign in.

Sign in.

Alternatively you can request an indvidual account here: