Explanation:
This difference arises because the independent variable in each regression type sets the directional foundation for how sensitivity and subsequently the hedge ratio is computed. In a regression hedge, sensitivities lead from the hedging bond to the bond being hedged, and reverse this relationship in reverse regression context.
B is Incorrect. Both hedges use historical, data-driven methodologies to formulate answers, not exclusively theoretical assumptions.
C is Incorrect. Varied variables lead to distinctive ratio results, not identical solutions.
D is Incorrect. Algorithms differ due to setup but not by focusing on cumulative versus isolated yield changes exclusively.
Things to Remember:
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Q.6513 A financial analyst is tasked with implementing hedge strategies and needs to explain how regression and reverse regression hedges arrive at different hedge ratios. What underlies this difference in the computed hedge ratios?
A
The independent variable choice dictates the computed sensitivity direction in each hedge scheme.
B
Regression hedges derive ratios from historical market data; reverse hedges rely purely on theoretical assumptions.
C
Both use similar calculations resulting in identical hedge ratios regardless of direction.
D
Regression focuses on cumulative yield changes, where reverse regression focuses on isolated movements.
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