Hedge ratios for the year (t), [h.sup.*.sub.t] are computed using three years' data prior to the year of hedge.
The basis risk is the reason to estimate the optimal
hedge ratio (OHR).
Time-Varying
Hedge Ratios. In Figure 5 and Table 4, [hr.sub.1] denotes optimal
hedge ratio of futures contracts that are the closest to maturity, [hr.sub.2] denotes optimal
hedge ratio of futures contracts that are the second closest to maturity, and [hr.sub.3], [hr.sub.4], and [hr.sub.5] are defined similarly.
Hedge Ratio (%) Defined as [cov (CDS return, Bond return)/ var(CDS return)] (i.e., the ratio of the covariance of the returns of CDS and the returns of the insurer's bond investment to the variance of CDS return) for CDS users and zero for CDS nonusers.
The reported
hedge ratios may vary significantly, depending on Fortum's actions on the electricity derivatives markets.
Once they choose a contract expiration, it is possible to determine the optimal
hedge ratio and completely eliminate portfolio risk.
It differs in that it explicitly allows for a
hedge ratio that differs from 1.0 and for the exclusion of part of the change in the value of the derivative; that is, that the hedger implements a hedge based on the results of the regression estimates.
The retrospective Regression Method test of effectiveness is also defined by Equation (6), except that the retrospective test uses the actual
hedge ratio the hedger implemented.
Our Study's Use of Derivative Disclosures to Compute the
Hedge Ratio