Understanding derivatives

Why is my call warrant falling when the share is rising?

BeInOptions Team7 min read

In brief

A call warrant depends on more than the share price. Less time to expiry, lower implied volatility and the difference between buy and sell quotes can outweigh a favourable share move. The relevant figure for an exit is the executable selling price of your particular warrant.

Contents

Key points at a glance

  • A rising share generally helps an ordinary call warrant if everything else stays equal.
  • Time value and implied volatility can fall at the same time and overwhelm that effect.
  • You buy at the ask and sell at the bid; comparing the two matters to your result.
  • A warrant is a security issued by an issuer, not an exchange-traded option contract.

The share rises, but time value falls further

Share: €100 → €102

Call bid: €1 → €0.70

Initially

Intrinsic value
€0
Assumed time value
€1
Bid price
€1

Later

Intrinsic value
€0.20
Assumed time value
€0.50
Bid price
€0.70

+€0.20 intrinsic value − €0.50 time value = −€0.30 change in bid price

Hypothetical ordinary call warrant with a €100 strike and a 0.1 ratio. The figures show bid prices. Assumed time values illustrate the mechanism; they are not outputs of a pricing model.

One share and the same warrant throughout

Consider an ordinary call warrant on a share. Its strike, or exercise price, is €100. Its ratio is 0.1: each euro by which the share is above the strike contributes €0.10 of intrinsic value per warrant. This warrant has a fixed expiry and no knock-out barrier.

Initially the share is at €100. Assume the warrant has a €1 bid and a €1.04 ask. The bid is what you can receive when selling; the ask is what you pay when buying. You buy one warrant for €1.04. We omit fees to keep the price components clear.

Later the share is at €102. The call now has €0.20 intrinsic value: (€102 − €100) × 0.1. But assume its time value has fallen from €1 to €0.50. Its new bid is only €0.70. Selling now returns €0.34 less than your original purchase price, even though the share gained €2.

One hypothetical example: the share rises while the call bid falls
ObservationInitiallyLater
Share price€100€102
Strike / ratio€100 / 0.1€100 / 0.1
Intrinsic value per warrant€0€0.20
Assumed time value in the bid€1€0.50
Executable selling bid€1€0.70
Your original purchase price€1.04Still €1.04

Scroll the table sideways to read every column.

All prices and the change in time value are assumptions, not live quotes. The share price alone cannot determine the assumed new warrant price.

Less time means fewer remaining possibilities

Intrinsic value is the positive gap above the strike, adjusted for the warrant ratio. Time value is the additional part of the price. It reflects what could still happen before expiry. A call can therefore have a price before expiry even when the share is below its strike.

As time runs down, those possibilities narrow. All else equal, this tends to weigh on an ordinary call warrant. The decline is not the same amount every day, and it is not a fixed charge simply deducted from your account.

In our example, intrinsic value gains €0.20 while assumed time value loses €0.50. The new positive gap above the strike does not make up for the fall in the other price component.

Less expected movement can make the call cheaper

Implied volatility, or IV, is the level of future movement reflected in an option price. It does not predict that the share will rise. All else equal, more expected movement tends to increase the price of an ordinary call; less can lower it.

After a widely anticipated event, uncertainty can leave the price. The share may rise a little while the market prices in less future movement. The assumed reduction in time value in our example can represent this effect together with the passage of time.

It would be inaccurate to attribute every loss on a warrant solely to IV. First compare share price, remaining time and executable quotes at matching times. Dividend expectations and interest rates can also matter to pricing.

Compare the same side of the quote

The difference between bid and ask is the spread. In our example, the immediate selling bid is already below the ask you paid. Your displayed position can therefore start below its purchase cost even if the share and the warrant valuation have not moved.

A changing spread can widen the later difference. Do not compare yesterday’s ask with today’s bid and call all of that change time decay. To study how quotes changed, compare bid with bid or ask with ask. To calculate your own sale result, compare today’s executable bid with the price you actually paid.

A market maker, often the issuer, quotes a warrant. Hedging, liquidity and product terms can affect those quotes. A portfolio display or last transaction is not necessarily an executable selling price now.

Distance from the strike changes sensitivity

A call far below its strike often responds less to a small share rise than a comparable call deep in the money. Delta approximates that sensitivity. For a warrant, remember its ratio as well. Delta can change and is not a promise.

A stated leverage figure alone does not tell you the percentage gain from the next share move. Sensitivity, time, volatility and the spread interact. You can be right about the share direction and still lose on the warrant.

An ordinary warrant is paid for in full; its leverage comes from its structure and relatively low price. It does not require the daily CFD margin top-up described for a CFD. Interest and expected dividends may be included in its valuation. At expiry, the issuer terms govern settlement and no time value remains.

  • Check the ISIN, ordinary-call structure, strike and ratio.
  • Compare the share and executable bid at the same time.
  • Check remaining time and changes in implied volatility.
  • Separate spread and fees from changes in valuation.
  • Read payout terms and issuer risk in the product documents.
Further detail: Delta, theta and vega in context

For small changes, delta can approximate the share-price effect, theta the time effect and vega the volatility effect. These measures can be used when modelling ordinary warrants too, but they must refer to the actual warrant, its ratio and the units in which the issuer publishes them.

The effects interact and are not constant over a large move. Adding published sensitivities across a wide price change can mislead. Our split into intrinsic value and assumed time value illustrates one possible price path; it is not a calibrated model or proof of what caused a real portfolio loss.

What to learn next

Glossary

Intrinsic value
The positive gap to the strike, adjusted for the warrant ratio.
Time value
The portion of the pre-expiry price above intrinsic value.
Bid price
The quoted price at which you can sell the warrant.
Ratio
The factor that converts the underlying’s distance from the strike into a value per warrant.

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