| Metric | Structured Product | Benchmark (equal-weight basket, total return) |
|---|---|---|
| Expected annualized return | 6.47% | 14.29% |
| Expected annualized volatility | 11.13% | 22.01% |
| Probability of loss | 14.10% | 28.03% |
| 99% VaR (1 year) | -31.24% | -24.32% |
| Expected holding period | 13.98 months | same horizon |
| Probability of beating the risk-free rate | 85.90% | 71.97% |
The expected annualized return is the mean of each simulation's own CAGR-style annualized return, while the expected total return is the mean of each simulation's holding-period return. They are different quantities and here happen to coincide because the short early-call paths (annualized by simple scaling) offset the deeper but less-amplified losses in the longer paths.
This is a yield-enhancement note that pays you a high fixed coupon (11% per year) and gives you conditional protection of your capital, in exchange for capping your upside entirely and tying your downside to the worst-performing of three Swiss stocks.
Because a single weak share is enough to remove protection, the payoff behaves like a “reverse convertible” on the weakest link.
Comparison of simulated product returns against the equal-weight basket benchmark. Points above the dashed 1:1 line favour the product.
The scatter shows each simulated outcome (points above the dashed 1:1 line favour the product). The product's return clusters in a narrow band: it captures small positive returns (coupons) in most cases but has a distinct tail of large losses that mirrors the benchmark, while giving up the benchmark's large upside.
Histogram of simulated annualized returns for the product and for the benchmark basket.
The product's distribution is tightly concentrated (a reflection of the fixed coupon) but is left-skewed, with a thin tail of severe losses when the 55% barrier is breached. The benchmark has a much wider, more symmetric distribution with both larger gains and larger losses.
Expected return plotted against expected volatility, with the distribution of outcomes shown as a box plot.
The product sits closer to the risk-free rate: materially lower expected volatility (11.13% vs 22.01%) and a lower loss probability, at the cost of a lower expected return.
Probability of the key scenario outcomes across all simulated paths.
Breakdown of realized holding periods and the number of coupons received per simulated path.
About 58% of simulations run the full 18 months (6 coupons) while about 42% are called early. The most frequent early call is at month 6 (22.78% of paths), followed by months 9 (9.21%), 12 (5.60%) and 15 (4.21%).
A sizeable share of paths are called early (often after rallies), so annualized figures for short holding periods are amplified by the linear-annualization convention. Reading total return (6.47% expected over an average holding of ~1.17 years) alongside the holding period gives a more balanced picture. The benchmark's headline annualized figure is likewise lifted by this effect; measured unconditionally over the full 18 months the basket's expected price total return is about 9.9% (≈5.9% annualized), to which an average 2.24% dividend yield can be added.