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Spread Warrant — Bear

A put warrant with its gains capped at a floor level.

FallingNo volatility view neededNo capital protection Leverage
2110SSPA category codeLeverage Products
Put

Payoff at maturity

Move the parameters; the product formula and its building blocks are recomputed from the same engine that is tested against the workbook.

Payoff at maturity: Spread Warrant - Bear (2110)Spread Warrant - Bear (2110): value per unit at maturity for an underlying at 0 % → 20 %; 80 % → 20 %; 100 % → 0 %; 200 % → 0 % of its initial level.0510152025050100150200Initial level, strike 100Floor 80ProductUnderlying at maturity (% of initial level)Value per unit (% of initial level)
  • Product

Value 0 %

Per 10'000 of nominal

Underlying at maturityLevelValueAmountGain / loss
−30 %70 %20 %2'000−8'000
unchanged100 %0 %0−10'000
+30 %130 %0 %0−10'000

For leverage products the nominal stands for the initial underlying level; the amount is the value of a position that controlled 10,000 of underlying at the start. Premium, financing and time value are not included.

Data table and formulas

Spread Warrant - Bear (2110): value per unit at maturity for an underlying at 0 % → 20 %; 80 % → 20 %; 100 % → 0 %; 200 % → 0 % of its initial level.

SeriesFormula0 %25 %50 %75 %100 %125 %150 %175 %200 %
Long Put - ATM1 × max(strike − S, 0)10075502500000
Short Put - OTM−(1 × max(floor − S, 0))-80-55-30-500000
Productmin(max(strike − S, 0), strike − floor)2020202000000

Largest difference between the sum of the blocks and the product formula over the grid: 0.0e+0.

How it is built

Each block drawn on its own, then added. The last chart is the sum, and it is identical to the product line above.

  1. Long Put - ATM
    Long Put - ATM: put block1 × max(strike − S, 0)
  2. Short Put - OTM
    Short Put - OTM: put block−(1 × max(floor − S, 0))
  3. Product
    Sum of blocks equals the product payoff (Value per unit (% of initial level))min(max(strike − S, 0), strike − floor)

Largest gap between the sum of the blocks and the product formula on this grid: 0.0e+0. The same identity is tested for every product and scenario in the site's test suite.

Construction, as listed in the workbook

  • Long Put - ATM
  • Short Put - OTM (strike = Floor)

In plain English

A put bought at the strike and a put sold at the floor. The maximum payoff is strike minus floor, reached when the underlying ends at or below the floor.

As with the bull spread, the sold option reduces the premium and the sensitivity to volatility and time.

Chances and risks

Chances

  • Cheaper than a plain put warrant.
  • Defined maximum gain and loss.

Risks

  • Gains stop at the floor.
  • Total loss above the strike.
  • Issuer credit risk.

Who it fits

  • Investors with a moderate negative view or a targeted hedge.

Who it does not fit

  • Investors expecting a crash, who would want the uncapped put.

Nearby on the map

  • Payoff shape of Spread Warrant - Bull (2110)2110Leverage ProductsSpread Warrant — Bull
    A call warrant with its gains capped, which makes it cheaper and less sensitive to volatility.
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  • Payoff shape of Warrant - Call (2100)2100Leverage ProductsWarrant — Call
    A leveraged bet on a rise: the right to buy the underlying at the strike.
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  • Payoff shape of Warrant - Put (2100)2100Leverage ProductsWarrant — Put
    A leveraged bet on a fall: the right to sell the underlying at the strike.
    Leverage
  • Payoff shape of Warrant with Knock-Out - Call (2200)2200Leverage ProductsWarrant with Knock-Out — Call
    A call that is already in the money and dies if the underlying touches the knock-out level.
    LeverageBarrier
  • Payoff shape of Warrant with Knock-Out - Put (2200)2200Leverage ProductsWarrant with Knock-Out — Put
    A put that is already in the money and dies if the underlying touches the knock-out level above it.
    LeverageBarrier

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