> For the complete documentation index, see [llms.txt](https://www.bluegamma.io/documentation/llms.txt). Markdown versions of documentation pages are available by appending `.md` to page URLs; this page is available as [Markdown](https://www.bluegamma.io/documentation/market-data-guides/forward-curves/faqs.md).

# Forward Curve FAQs

How BlueGamma's forward curves are constructed, what bootstrapping is, how forward curves differ from yield curves, and why a curve can show a kink.

#### **How Are Forward Curves Constructed?**

We build each forward curve by **bootstrapping** from the latest market swap rates, with the index's latest published fixing (for example SONIA or 6M EURIBOR) anchoring the short end. Bootstrapping works from the shortest tenor to the longest, solving at each step for the discount factor that prices that swap at par, so the curve stays consistent with the market prices it is built from. Forward rates then follow from those discount factors.

For the full method, see [How We Bootstrap the Yield Curve](/documentation/methodology/how-to-bootstrap-the-yield-curve.md). For where the inputs come from, see [Where does BlueGamma's data come from?](/documentation/reference/where-bluegammas-data-comes-from.md)

***

#### **Are Forward Curves the Same as Yield Curves?**

Not exactly. While both represent interest rates over time:

* **Forward Curves** project future interest rates based on current market prices.
* **Yield Curves** show the interest rates of bonds (or other fixed-income instruments) with different maturities at a single point in time.

***

#### **What Causes a Kink in a Bootstrapped Forward Curve?**

Kinks or bumps in a bootstrapped forward curve often arise due to:

1. **Illiquidity:** Certain tenors may lack sufficient market activity, causing irregularities in the derived rates.
2. **Demand/Supply Imbalances:** Some maturities may experience higher demand or supply, influencing the pricing for those specific points on the curve.
3. **Data Anchors:** Forward curves rely on market swap rates at specific maturities. If data for one tenor differs significantly, it can create a bump.

Such kinks are most common in less liquid parts of the curve or where specific market instruments disproportionately impact the curve’s shape.

***


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