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Germany 2-year Bund yield, moving average

Germany 2-year Bund yield, moving average stood at 2.2% in Sep 2026, according to Deutsche Bundesbank. It is one of the indicators in the Interest rates (monthly) table (Value · Monthly), with a complete series running from Jan 1983 to Sep 2026. The complete series with an interactive chart, free to download.

Source: Deutsche BundesbankLast updated: Curated by Bui Thanh Phuc
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This indicator in the Interest rates (monthly) table

Indicator09-202608-202607-202606-202605-202604-202603-202602-202601-202612-2025
Government yield curve: moving averages
Residual maturity of 2 years, moving averages2.22.152.132.122.132.152.172.182.222.24
Residual maturity of 3 years, moving averages2.312.32.32.32.312.312.32.32.322.33

Understanding germany 2-year Bund yield, moving average

Placed exactly at the two-year mark of the estimated federal government yield curve, this indicator provides a smoothed measurement of short-to-medium-term sovereign borrowing costs. By applying a moving average to the daily fitted yields, the series dilutes the impact of specific trading-day anomalies. This specific maturity often serves as a primary gauge for medium-term monetary policy expectations, contrasting with shorter maturities that track immediate rate decisions. It is constructed from the prices of outstanding federal bonds with remaining lives clustered around twenty-four months, translated into a continuous mathematical curve. The averaging technique ensures that the reported yield reflects the general pricing climate over the interval rather than the precise conditions prevailing as the month concludes.

To interpret this specific duration, one must recognize its smoothed nature, which inherently masks abrupt intraday or intra-week repricing events. Comparing it period-on-period highlights gradual shifts in the market's two-year horizon outlook, though year-on-year comparisons are more common for identifying broader cyclical trends in financing conditions. The series does not experience seasonal adjustments, as bond yields are driven by continuous market trading. Users should be careful when matching this series against the yield of the traditional two-year federal treasury note, as the fitted curve methodology incorporates data from various bonds to estimate a mathematically precise twenty-four-month residual maturity, creating slight spreads between the theoretical and actual bond yields.

Frequently asked questions

What role does the two-year maturity play in curve analysis?
It is frequently used as the anchor for the short end of the yield curve when calculating spreads against long-term benchmarks.
Does the moving average incorporate weekend data?
No, the underlying calculations only include data from active trading days when official market closing prices are available.
Why use a mathematically estimated curve instead of specific bond yields?
The fitted curve provides a standardized, constant maturity that avoids the distortion caused as individual bonds age and their remaining life shortens.

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