Securing Retirement Income: What Does Certainty Cost?

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In a previous article, we described cashflow-matched bond strategies and showed how they can be an effective way to generate retirement income. We also showed that adding these strategies to a total return portfolio can help improve risk-adjusted returns, compared to relying solely on a total return portfolio. Perhaps counterintuitively, purposefully consuming principal during retirement can lead to better outcomes for retirees.

One question we heard a lot: What are some practical ‘real-life’ scenarios? For example, if a client needs $50,000 or $100,000 or $500,000 per year, how much might they need to invest in a cashflow-matched bond strategy?

Below, we introduce the Price of Certainty: How much do you need to invest to achieve a particular set of cashflows over time, with varying degrees of certainty?

Translating Assets Into Predictable Future Cashflows

Let’s look at the textbook retirement income problem: A 65-year-old is planning to age 95 and needs $40,000 per year growing at 2% per year. The traditional answer is the 4% rule: $1 million is required to meet that income objective, with some (undetermined) probability of running out or adjusting spending before the end of the 30 years.

This rule was originally devised in the 1990s so that a balanced portfolio could reliably sustain 30 years of inflation-adjusted spending, even in bad historical cases. Despite this stress testing, it still has a meaningful probability of failing to sustain full spending, depending on the capital-market assumptions used. What if there is another strategy that could both reduce risk and require less than $1 million?