What is the Trinity Study and what does it say about retirement withdrawals?

The Trinity Study (1998) analyzed historical U.S. market data and found that a 4% annual withdrawal rate from a diversified portfolio succeeded in over 95% of 30-year retirement periods. It is the foundational research behind the 4% rule used in retirement and FIRE planning.

Formula

Annual Safe Withdrawal = Portfolio Value × 0.04 (4%); Inverse: Required Portfolio = Annual Spending ÷ 0.04

Example

A retiree with $1,000,000 in a 60/40 stock-bond portfolio can withdraw $40,000 in year one, then adjust that amount for inflation each subsequent year. Historically, this portfolio survived all 30-year periods in the Trinity Study data roughly 95% of the time.

How it works in detail

The Trinity Study, formally titled 'Retirement Savings: Choosing a Withdrawal Rate That Is Sustainable,' was published in 1998 by three finance professors at Trinity University: Philip Cooley, Carl Hubbard, and Daniel Walz. Using historical U.S. stock and bond return data from 1926 to 1995, they tested various withdrawal rates against every rolling 30-year retirement window to measure portfolio survival rates. Their headline finding: a 4% inflation-adjusted annual withdrawal from a portfolio holding roughly 50–75% stocks succeeded in approximately 95–98% of historical 30-year periods. At a 5% withdrawal rate, success rates dropped to around 80%, while 3% was nearly bulletproof. The study was updated in 2011 to include data through 2009, including the dot-com crash and 2008 financial crisis. The 4% rule held up, though some researchers—including Wade Pfau and Michael Kitces—note that today's lower bond yields and high equity valuations may reduce future success rates slightly, suggesting 3.3%–3.5% as a more conservative baseline for new retirees. For early retirees planning 40–50 year horizons, most FIRE practitioners apply the 4% rule cautiously or shade toward 3.5%.

Use Rightmont's FIRE calculator to apply the Trinity Study's 4% rule to your own numbers and see exactly when you can retire.

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