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Implied correlation measures the market's expectation of how correlated index components will move, derived from the relationship between index IV and component IVs. When implied correlation is high, options markets expect stocks to move in lockstep.
Key takeawayHigh implied correlation (above 0.7) means index premium is relatively rich versus single-stock premium. Premium sellers benefit from selling index options in high-correlation regimes since the diversification benefit of the index dampens realized moves.

Implied correlation drives the relationship between index and single-stock option pricing. When implied correlation is high, index premium is relatively rich, and premium sellers should favor index options over single-stock options for better risk-adjusted returns.
Implied correlation is derived from the relationship: Index IV^2 = Sum(weight_i^2 * IV_i^2) + Sum(weight_i * weight_j * IV_i * IV_j * corr_ij). Given known index IV and component IVs, you can solve for the average implied correlation. The CBOE Implied Correlation Index tracks this for the S&P 500.
The CBOE Implied Correlation Index reads 0.65 versus a 3-month realized correlation of 0.45. This 0.20 gap means the market is overpricing correlation, making SPX options relatively expensive versus component options. A premium seller focuses on SPX strangles rather than AAPL or MSFT strangles to exploit this premium.
Traders assume high implied correlation means stocks will move together. Implied correlation is a pricing input derived from options markets, not a forecast of future correlation. It is persistently higher than realized correlation because it includes a risk premium.
Implied correlation measures the market's expectation of how correlated index components will move, derived from the relationship between index IV and component IVs. When implied correlation is high, options markets expect stocks to move in lockstep.
High implied correlation (above 0.7) means index premium is relatively rich versus single-stock premium. Premium sellers benefit from selling index options in high-correlation regimes since the diversification benefit of the index dampens realized moves.
Implied correlation is derived from the relationship: Index IV^2 = Sum(weight_i^2 * IV_i^2) + Sum(weight_i * weight_j * IV_i * IV_j * corr_ij). Given known index IV and component IVs, you can solve for the average implied correlation. The CBOE Implied Correlation Index tracks this for the S&P 500.
Traders assume high implied correlation means stocks will move together. Implied correlation is a pricing input derived from options markets, not a forecast of future correlation. It is persistently higher than realized correlation because it includes a risk premium.
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