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Explanation:
A classical DV01-neutral hedge assumes a parallel (uniform) shift in the yield curve, meaning yield changes of the hedged asset and hedging instrument are perfectly correlated and equal in magnitude. A regression hedge improves upon this by using historical data to estimate the actual relationship (beta) between the yield changes of the two assets. This accounts for imperfect correlation and differences in yield volatilities, making the risk reduction more robust and effective.
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Q.15 A financial analyst is tasked with improving the accuracy of a DV01-neutral hedge by employing a regression hedge for the company's bond holdings. How does the regression hedge enhance the classical DV01-neutral approach in terms of risk mitigation?
A
It automatically adjusts to daily interest rate forecasts irrespective of historical accuracy.
B
It provides a theoretical framework that assumes uniform shifts in yield.
C
It accounts for historical yield correlations, thus ensuring more effective risk reduction.
D
It reduces the hedging strategy to rely solely on historical price averages.