Duration, curve and crowding — the rates book. Charts live in the chartbook.
Duration Quant Lab
Higher composite = bullish duration. Value is a cheap 10Y versus peers, momentum is minus the yield change, carry is 10s–2s, inflation is faded versus target, COT on ZN is contrarian. Missing factor cells are omitted from that country’s average — never zero-filled.
Duration scorecard
sign-oriented z · higher = long duration| Sov | Value | Mom | Carry | Infl | COT | Comp |
|---|---|---|---|---|---|---|
| US | +0.63 | +1.40 | -0.87 | — | -0.08 | +0.81 |
| CA | -0.50 | +0.78 | +0.27 | — | — | +0.58 |
| AU | +1.06 | +0.30 | -0.94 | — | — | +0.46 |
| JP | -1.40 | -0.16 | +1.85 | — | — | +0.33 |
| UK | +1.16 | -1.72 | +0.48 | — | — | -0.02 |
| DE | -0.96 | -0.59 | -0.80 | — | — | -2.16 |
Equal-weight blend of available sign-oriented factor z-scores, re-z-scored cross-sectionally. Higher composite = bullish duration. Basket is score-weighted, duration-neutral long/short. Not point-in-time.
Composite rank
higher = long durationBasket weights
duration-neutral · % of grossScore-weighted basket
duration-neutral long / shortCurve steepener scorecard
higher z = steep vs peers → long steepener| Sov | 2s10s | z |
|---|---|---|
| Japan | 1.20pp | +1.85 |
| United Kingdom | 0.79pp | +0.48 |
| Canada | 0.73pp | +0.27 |
| Germany | 0.41pp | -0.80 |
| United States | 0.39pp | -0.87 |
| Australia | 0.37pp | -0.94 |
Cross-sectional z of 10Y−2Y. Higher z = the curve is steep vs peers → long steepener. Missing 2Y or 10Y omits the country.
Indicative momentum backtest
lag-1 · duration PnL ≈ −7 × Δ10Y · not point-in-timeIndicative. Duration PnL ≈ −7 × Δ 10Y. Lag-1, not point-in-time.
58 months.

