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Germany 1-year Bund yield, moving average

Germany 1-year Bund yield, moving average stood at 2.36% 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 1 year, moving averages2.362.272.22.142.092.031.961.921.921.94
Residual maturity of 2 years, moving averages2.22.152.132.122.132.152.172.182.222.24

Understanding germany 1-year Bund yield, moving average

Smoothing daily fluctuations, this series captures the estimated federal government yield curve at a residual maturity of exactly one year. Unlike point-in-time monthly snapshots, the moving average metric filters out transient market noise, offering a stabilized view of borrowing costs at the shortest end of the curve tracked in this table. It relies on fitted theoretical yields derived from outstanding federal debt securities, isolating the one-year segment where sensitivity to central bank policy rate expectations is most acute. Because it averages observations, it lags sudden market reactions compared to end-of-month spot rates, making it highly representative of the prevailing rate environment during the period rather than the closing sentiment.

Analysts typically evaluate this smoothed metric against longer-term moving averages to gauge the underlying slope of the curve without the distortion of daily volatility. It is not subject to seasonal patterns but can show delayed responses to sudden macroeconomic shocks due to the averaging process. Revisions are rare as the underlying daily bond prices used for the curve estimation are finalized at the close of each trading day. When comparing this with actual traded yields on specific short-term government paper, discrepancies will arise because this series is a mathematically fitted point on a continuous curve, rather than the yield of a specific bond maturing in precisely twelve months.

Frequently asked questions

How does the moving average differ from the month-end estimate?
The moving average smooths out daily rate fluctuations over the period, whereas the month-end figure captures the yield on the final trading day.
Why might this yield differ from a newly issued one-year treasury bill?
This series represents a theoretically fitted yield curve point based on various outstanding securities, rather than the actual auction yield of a specific bill.
Does this metric predict immediate policy rate changes?
While highly sensitive to near-term monetary policy expectations, the averaging effect means it reflects sustained market consensus rather than immediate daily speculation.

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