What is MDD?
MDD is the largest decline from a preceding running peak to a later trough. Daily closes exclude intraday declines.
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MDD is the largest decline from a preceding running peak to a later trough. Daily closes exclude intraday declines.
DD = (price / running peak − 1) × 100. In the hypothetical series [100, 120, 90, 110, 125], MDD is −25%. Price falls from 120 to 90, then recovers at 125.
Period return compares the first and last prices. Volatility measures both upward and downward variation. MDD measures the path-dependent loss after a peak. These metrics are not interchangeable.
A deep decline can recover quickly, while a shallow decline can persist. Ulcer Index is the root mean square of all daily DD percentages, including zero days. Larger values indicate greater observed drawdown burden.
Split adjustment removes mechanical split effects. Price-only analysis does not add distributions to returns. Dividend reinvestment can change results. Leveraged ETF MDD is not a simple multiple of underlying MDD because of daily targets and compounding paths.
Changing the period resets peaks and episodes. Delistings, ticker changes and historical data corrections affect available coverage. Unrecovered means unrecovered at the analysis end, without an estimated future recovery date. MDD alone does not establish safety or rank assets.
No. It is the fraction of observed days spent at that drawdown state in the selected period.
No. A new episode starts only after recovery to the preceding peak and another decline. Equal peaks use the latest date; equal troughs use the first date.
Trading duration is the difference between observation indices. Threshold runs count qualifying observations. Calendar duration is the date difference and includes weekends and holidays.