Class MultiCurveRisk

java.lang.Object
com.quantfinlib.rates.MultiCurveRisk

public final class MultiCurveRisk extends Object
Curve risk on a bootstrapped OIS + projection curve pair by bumping the market quotes and rebuilding: the sensitivities a desk hedges with, because they are expressed in the instruments it can trade.

All results are the change in pv(discount, projection) for a +1bp move in the named quote(s), by central difference (PV(+1bp) - PV(-1bp)) / 2, which removes the second-order term.

On a log-linear curve the buckets add up to the parallel DV01 to about 1e-7 relative. A monotone-convex curve is continuous but not differentiable in its quotes where an interval changes shape zone, so a 1bp bump can cross a kink and the buckets then add up only to within a few percent of the parallel figure; the gap closes as the bump shrinks.