The headline picture: the note behaves like a short-dated, high-coupon instrument. Its economics are dominated by the ~12% p.a. coupon, and because it is almost always automatically redeemed early at par, the realized loss risk over the horizon is very small (0.34%) and the 1-year 99% VaR is positive (+8.57%).
This is a 5-year note linked to a single U.S. equity index (the S&P U.S. Equity Momentum 40% VT 4% Decrement Index). In the simulation the underlier is represented by a broad U.S. equity market proxy.
| Expected annualized return | Expected annualized volatility | Probability of loss | 99% VaR (1 year) | |
|---|---|---|---|---|
| Structured product | 11.81% | 1.22% | 0.34% | +8.57% |
| Underlying (total return, incl. dividends) | 14.99% | 12.85% | 2.25% | −4.40% |
| Risk-free rate (1-year average T-bills) | 3.68% | — | — | — |
The two rows are not a like-for-like "expected drift" comparison. Because ≈ 72% of simulations are called at the very first date (month 6) and ≈ 88% within the first year, roughly 87% of paths are annualized with a ×(12/m) linear factor, which amplifies short, call-selected returns. This inflates both annualized means, and the volatile underlying more than the product:
So: the product converts the underlier's volatile, capped-at-par path into a steady ≈12% annualized coupon stream with a small tail risk, while giving up the market's upside. Its expected annualized excess over cash is ≈ +8.1 points, delivered at about one-tenth of the underlying's volatility.
Each dot is one simulation; the dashed line is 1:1. Product returns cluster in a narrow band (par + coupons) while underlier returns fan out.