What Is the Modified Dietz Method?
The modified Dietz method is a way to measure a portfolio's historical return that is based on a weighted calculation of its cash flow. The method takes into account the timing of cash flows and assumes that there is a constant rate of return over a specified period of time.
The modified Dietz method is considered to be more accurate than the simple Dietz method, which assumes that all cash flows come from the middle of the period of time being evaluated.
Understanding the Modified Dietz Method
The modified Dietz method is considered an accurate reflection of an individual's personal rate of return from an investment. It takes into account the market value of the holdings at the beginning of a period; its market value at the end of the period; all cash flows during that period, and the length of time that each cash flow event was maintained in the account.
- The modified Dietz method is now widely used by investment companies in reporting results to clients.
- It is considered a more accurate reflection of the individual's rate of return.
- The method excludes external factors that could otherwise skew the numbers.
- Cash flow, in this case, can be contributions, withdrawals, or fees.
The number achieved by using the modified Dietz method is sometimes called the modified internal rate of return (MIRR), which is a metric often used in capital budgeting decisions.
Whatever its use, the point of measuring internal rate of return is to exclude external factors that could skew the results.
Why This Method Was Adopted
Financial industry watchdogs and investors are increasingly seeking greater transparency into how investment returns are calculated and reported. The modified Dietz method is widely recognized as a step toward improved investment portfolio attribution reporting, and it is now commonly used in the investment management industry.
The result of using the modified Dietz method is sometimes referred to as the modified internal rate of return.
The method is a dollar-weighted analysis of a portfolio's return. That makes it is a more accurate way to measure the return on a portfolio than the simpler geometric return method, though it can run into problems during periods of heavy volatility or if there are multiple cash flows within a particular period.
This approach to return calculation is similar to the dollar-weighted return method but has the advantage of not requiring its solver to find the exact rate of return.
The method is named after Peter O. Dietz, an academic and author of influential works during the 1960s on measuring the returns of pension fund investments. His original idea was to find a quicker way of calculating an IRR than the methods that were then available, which relied on computers that were primitive by today's standards.
Today, it's relatively easy to calculate a true time-weighted return by calculating a daily return and geometrically linking to get a return for a month, a quarter, or any other time period. However, the modified Dietz method remains useful because of its performance attribution calculation benefits, which are unavailable with time-weighted calculation methods.
This method for return calculation is a signature of modern portfolio management. It is one of the methodologies of calculating returns recommended by the Investment Performance Council (IPC) as part of their Global Investment Performance Standards (GIPS). These standards are intended to provide consistency in the way portfolio returns are calculated internationally.