tokenengine.ai · Structured Product Evaluator
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Quantitative Simulation Report · Structured Product Evaluation
12.00% p.a. Multi Barrier Reverse Convertible on ABB, Roche, Swiss Re, UBS & Zurich Insurance
ISIN CH1607594137  ·  SIX: AIBPTQ  ·  Currency: CHF  ·  Callable  ·  Maturity July 2028

Headline simulation results

Based on 10,000 Monte-Carlo simulations of the five-stock worst-of basket over the 21-month life.

7.06%
Expected annualized return
16.17%
Probability of a negative return
−27.45%
99% VaR (1 year, annualized)
Metric Structured Product
Expected annualized return 7.06%
Probability of a negative return 16.17%
99% VaR (1 year, annualized) −27.45%
Expected holding period ≈ 16.9 months (1.41 yr)
Expected total return (over the realized holding period) 9.11%
Median annualized return 11.51%
Probability of beating the risk-free rate (≈0%) 83.83%

The payoff is deliberately “barbell”-shaped. In roughly 84% of simulations the note behaves like a high-coupon bond, delivering a fairly steady ~11.5%–12.0% p.a. In about 16% of simulations the 55% barrier is breached and the investor takes a real loss — averaging −25.2% total return in those paths. Because the note is callable and its holding period varies from 6 to 21 months, the annualized numbers should always be read together with the total return and holding period; the expected total return of 9.11% over an expected 1.41-year holding period is the most intuitive headline.

Product at a glance

How it works (in plain terms)
  1. You are paid 12% a year in quarterly coupons regardless of how the five stocks perform, as long as you hold the note.
  2. You are taking “worst-of” risk on five large Swiss blue chips. If the weakest of the five never drops to 55% of its starting level, you receive 100% of your capital back at maturity, plus all coupons.
  3. If the weakest stock touches its 55% barrier at any moment, principal protection switches off. From then on, at maturity you get your full 100% back only if the weakest stock has recovered to at least its starting level; otherwise you receive that stock’s performance — i.e. you absorb its full decline.
  4. The issuer can call the note early on the scheduled quarterly call dates (from month 6 onward), handing back principal plus the coupon. This caps how long you can keep collecting the 12% and removes any upside.

Key statistics — structured product vs underlying basket

Metric Structured Product Underlying Basket (total return)
Expected annualized return 7.06% 12.43%
Expected annualized volatility 10.83% 17.36%
Probability of loss 16.17% 25.14%
99% VaR (1 year, annualized) −27.45% −19.15%

The basket benchmark is an equal-weight basket of the five underlyings on a total-return basis (capital plus reinvested dividends; the five names currently yield ~3.1% on average). The comparison shows the trade-off clearly: the note has lower volatility and a lower probability of loss than simply holding the basket, but its upside is capped, so its average return is lower, and — because the barrier removes protection — its worst-case (VaR) outcome is actually deeper than the basket’s.

Charts

Simulated outcomes (product vs underlying basket)

Each dot is one simulation; colour shows the number of years the note was held. The dashed line is 1:1.

Scatter plot of simulated outcomes: structured product versus underlying basket
Distribution of simulated annualized returns

Underlying basket (total return), stacked by holding period:

Histogram of simulated annualized returns for the underlying basket, stacked by holding period

Structured product, stacked by holding period:

Histogram of simulated annualized returns for the structured product, stacked by holding period

The product’s histogram is strongly two-sided: a large spike around +11.5%–12% (coupons, no loss) and a long negative tail created by barrier breaches. The basket’s returns are more symmetric and spread out, with a much fatter upside tail and a higher overall probability of loss (25.14% vs 16.17% for the note), but a shallower extreme downside tail (VaR −19.15% vs −27.45%).

Scenario probabilities
Bar chart of scenario probabilities
Risk / return comparison
Risk-return comparison chart
Annualized-return box plot
Box plot of annualized returns
Holding period and coupon-count distributions

If the note is not always held to maturity:

Pie chart of holding period distribution in years

Coupon payments received:

Pie chart of coupon payments received distribution

Investment commentary

Strengths
Risks to keep in mind
This document is a quantitative evaluation of simulated outcomes only and does not constitute investment advice or a suitability assessment.