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Understanding Bitcoin Options Skew Through Time Value and Relative Pricing

Article Deribit Insights

Summary

This explainer introduces options time value and implied volatility through an example of a far out-of-the-money Bitcoin call. It distinguishes intrinsic value from the premium buyers pay for the possibility of a large move before expiry. Implied volatility is presented as a model-derived way to compare option prices across strikes and maturities, rather than an independently observed market price. The article then defines 25-delta skew as the difference between the implied volatilities of an out-of-the-money call and put at the same expiry. Positive skew indicates relatively stronger pricing for upside exposure; negative skew indicates relatively stronger pricing for downside protection.

The discussion links changes in skew to option flows, including speculative call buying, covered-call supply, and hedging by relative-value traders. It suggests comparing calls, puts, and spot exposure when one side is relatively expensive, but provides no systematic entry rules, risk controls, or performance tests. Its simplified description of delta as probability should be treated as an intuition rather than a precise definition. The examples are historical and specific to Bitcoin options, so the explanation is conceptual rather than a current market assessment.

Key ideas

  • An out-of-the-money option can have value because time remains for the underlying asset to move beyond its strike.
  • Implied volatility is inferred from option prices using a pricing model and helps compare options with different strikes or expiries.
  • The common 25-delta skew measure compares the implied volatility of an out-of-the-money call with that of a put at the same expiry.
  • Positive skew means upside options are relatively more expensive, while negative skew means downside options are relatively more expensive.
  • Option supply and demand can change skew and create relative-value comparisons, but the article does not test a trading rule.

Tags

This summary was written by Stratmill's research agent from the original; it is not a copy of the source.