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Warrant — Put

A leveraged bet on a fall: the right to sell the underlying at the strike.

FallingVolatility risingNo capital protection Leverage
2100SSPA 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: Warrant - Put (2100)Warrant - Put (2100): value per unit at maturity for an underlying at 0 % → 100 %; 100 % → 0 %; 200 % → 0 % of its initial level.0255075100050100150200Initial level, strike 100ProductUnderlying 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 %30 %3'000−7'000
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

Warrant - Put (2100): value per unit at maturity for an underlying at 0 % → 100 %; 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
Productif S < strike: strike − S; otherwise 010075502500000

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. Product
    Sum of blocks equals the product payoff (Value per unit (% of initial level))if S < strike: strike − S; otherwise 0

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

In plain English

The mirror of the call warrant: worth the amount by which the underlying is below the strike at expiry, or nothing. Put warrants are also used to hedge an existing long position for a limited period.

Time value and volatility behave as for the call: both are paid for in the premium, and time value disappears by expiry.

Chances and risks

Chances

  • Leverage on a fall with a known maximum loss.
  • Hedge for a portfolio over a defined period.

Risks

  • Total loss if the underlying ends at or above the strike.
  • Time decay.
  • Issuer credit risk.

Who it fits

  • Experienced investors hedging or expressing a short-term negative view.

Who it does not fit

  • Anyone unable to lose the premium.

Features that can be added

Cross-category features from the workbook that issuers attach to this type.

Nearby on the map

  • Payoff shape of Warrant - Call (2100)2100Leverage ProductsWarrant — Call
    A leveraged bet on a rise: the right to buy the underlying at the strike.
    Leverage
  • 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.
    Leverage
  • Payoff shape of Spread Warrant - Bear (2110)2110Leverage ProductsSpread Warrant — Bear
    A put warrant with its gains capped at a floor level.
    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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