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June 14, 2026

Definition

Charm

Charm (delta decay) measures how an option's delta changes purely due to the passage of time.

Charm is a second-order Greek that tells you how delta drifts as the clock ticks, holding price constant. An out-of-the-money option's delta bleeds toward zero as expiry approaches, while an in-the-money option's delta marches toward 1 — charm captures that daily drift.

On NSE weekly expiries, charm becomes significant in the last day or two: a delta-hedged book can quietly become unbalanced overnight simply because time has passed. Professional option desks re-hedge for charm near expiry; most retail traders never measure it directly but feel its effect.

Related terms

  • DeltaDelta measures how much an option's premium changes for a ₹1 move in the underlying stock or index.
  • GammaGamma measures how fast an option's delta changes as the underlying moves — the rate of change of delta.

Plain-English explainer from The Dispatch Investors Encyclopedia. General information, not financial advice.