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Cash Flow Matching

Cash flow matching is a funding strategy that builds a portfolio of investments whose maturities and payouts line up with a schedule of future obligations, period by period. Instead of trying to earn a return and hoping the money is there when needed, you buy assets that pay out exactly when the bills fall due.

It is the multi-period, portfolio-level version of matching a single payment.

What it means

Where a single cash flow match ties one inflow to one outflow, cash flow matching covers a whole timetable of obligations: pension payments over ten years, a series of loan repayments, or the wind-down costs of closing a site. The result is often called a dedicated portfolio, because every asset in it exists to serve a specific dated liability.

The appeal is that it removes reinvestment risk almost entirely. Once the portfolio is built, market movements no longer matter much, because each instrument is held to maturity and the cash it pays is already earmarked.

Pension trustees, insurers and charities with long-dated commitments use this approach for exactly that reason. Building the portfolio starts with a liability schedule: how much is owed and in which year.

You then work backwards, buying the longest-dated instrument first and treating any coupon payments it produces as partial funding for earlier years, so that each year's obligation is covered without buying more than necessary. The cost of the strategy is the price of certainty.

Matched portfolios usually hold high-quality bonds or deposits with modest yields, so the business gives up potential return in exchange for knowing the money will be there. Where the schedule stretches beyond available bond maturities, a partial match covering the first several years is a common compromise.

The main alternative is immunisation, which matches the average timing of assets and liabilities rather than each individual payment. Immunisation is cheaper and more flexible but relies on rebalancing as rates move, whereas cash flow matching is set and largely forgotten.

The trade-off between the two is a standard treasury decision.

In practice

Real-world examples.

1

Example

A closed pension scheme with predictable payments over the next eight years buys a ladder of government bonds maturing each year in the amount required. The trustees no longer need to worry about market falls, because no asset needs to be sold.

2

Example

An insurer facing a settled block of claims payable over five years matches them with corporate bonds of matching maturities. The finance team reports the portfolio as fully dedicated, and the regulator accepts a lower capital charge as a result.

3

Example

A university holding a $6,000,000 endowment gift for a five-year research programme matches each year's spending with a separate term deposit. The bursar avoids the risk of a market fall forcing a mid-programme funding cut.

Think of it

Cash flow matching is building a portfolio so cash arrives exactly when you need it for payments.

Formula

Calculation

For each obligation, Required Investment = Obligation Amount / (1 + r) raised to the power n, where r is the yield on an instrument maturing at that date and n is the number of years until payment. The cost of the matched portfolio is the sum of those amounts. A trust must pay $200,000 in one year, $300,000 in two years and $500,000 in three years, a total of $1,000,000. Available yields are 4% for one year, 4.5% for two years and 5% for three years. Year 1: $200,000 / 1.04 = $192,308 Year 2: $300,000 / (1.045 x 1.045) = $300,000 / 1.092025 = $274,719 Year 3: $500,000 / (1.05 x 1.05 x 1.05) = $500,000 / 1.157625 = $431,919 Total portfolio cost = $192,308 + $274,719 + $431,919 = $898,946 Investing $898,946 today fully funds $1,000,000 of obligations across three years, with each maturity landing when the payment is due.

Case study

Seen in the real world.

This illustrative case describes Fenwick Maritime Trust, a fictional body responsible for maintaining a decommissioned vessel. It faced a fixed refurbishment schedule with obligations of $200,000, $300,000 and $500,000 over three consecutive years.

The trustees had previously held the reserve in a mixed equity and bond fund. After a 14% market fall forced them to defer one year of work, they moved to a matched portfolio, investing $898,946 across three instruments maturing in years one, two and three at yields of 4%, 4.5% and 5%.

The remaining reserve was left invested for growth against unscheduled repairs. Over the following three years each maturity paid out on time, the refurbishment ran to plan, and the trustees reported that the certainty was worth the modest yield they had given up.

Watch out

Common mistakes.

  • Matching only the total amount owed rather than the timing, which leaves the portfolio short in early years and overfunded in later ones.
  • Ignoring coupon income from longer bonds, which leads to buying more short-dated instruments than the schedule actually requires.
  • Using instruments with credit risk that could default before maturity, since a matched portfolio only works if every payment actually arrives.

Questions

People also ask.

How is cash flow matching different from immunisation?

Matching funds each individual payment date, while immunisation aligns the average timing of assets and liabilities and needs ongoing rebalancing.

Does cash flow matching work for uncertain liabilities?

Poorly, because the strategy depends on knowing both the amount and the date, so variable obligations usually need a buffer or a different approach.

Is the strategy expensive?

It typically costs some yield compared with a growth portfolio, but the trade is certainty of payment rather than a higher expected return.

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Last updated · September 4, 2026
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