@Test
 /** Test the price computed from the curves */
 public void price() {
   final YieldCurveBundle curves = TestsDataSets.createCurves1();
   final double price = METHOD.price(ERU2, curves);
   final YieldAndDiscountCurve forwardCurve = curves.getCurve(FORWARD_CURVE_NAME);
   final double forward =
       (forwardCurve.getDiscountFactor(FIXING_START_TIME)
                   / forwardCurve.getDiscountFactor(FIXING_END_TIME)
               - 1)
           / FIXING_ACCRUAL;
   final double factor = MODEL.futureConvexityFactor(ERU2, MODEL_PARAMETERS);
   final double expectedPrice = 1.0 - factor * forward + (1 - factor) / FIXING_ACCRUAL;
   assertEquals("Future price from curves in Hull-White one factor model", expectedPrice, price);
 }
 /**
  * Computes the interest rate sensitivity of future price.
  *
  * @param future The future security.
  * @param curves The curves.
  * @return The curve sensitivity.
  */
 @Override
 public InterestRateCurveSensitivity priceCurveSensitivity(
     final FederalFundsFutureSecurity future, final YieldCurveBundle curves) {
   Validate.notNull(future, "Future");
   Validate.notNull(curves, "Curves");
   int nbFixing = future.getFixingPeriodAccrualFactor().length;
   YieldAndDiscountCurve ois = curves.getCurve(future.getOISCurveName());
   double[] df = new double[nbFixing + 1];
   for (int loopfix = 0; loopfix < nbFixing + 1; loopfix++) {
     df[loopfix] = ois.getDiscountFactor(future.getFixingPeriodTime()[loopfix]);
   }
   // Backward sweep
   double priceBar = 1.0;
   double interestBar = -1.0 / future.getFixingTotalAccrualFactor() * priceBar;
   double[] dfBar = new double[nbFixing + 1];
   for (int loopfix = 0; loopfix < nbFixing; loopfix++) {
     dfBar[loopfix] += 1.0 / df[loopfix + 1] * interestBar;
     dfBar[loopfix + 1] += -df[loopfix] / (df[loopfix + 1] * df[loopfix + 1]) * interestBar;
   }
   Map<String, List<DoublesPair>> resultMap = new HashMap<String, List<DoublesPair>>();
   List<DoublesPair> listOIS = new ArrayList<DoublesPair>();
   for (int loopfix = 0; loopfix < nbFixing + 1; loopfix++) {
     listOIS.add(
         new DoublesPair(
             future.getFixingPeriodTime()[loopfix],
             -future.getFixingPeriodTime()[loopfix] * df[loopfix] * dfBar[loopfix]));
   }
   resultMap.put(future.getOISCurveName(), listOIS);
   InterestRateCurveSensitivity result = new InterestRateCurveSensitivity(resultMap);
   return result;
 }
 @Test(enabled = false)
 /**
  * Test the present value vs a external system. "enabled = false" for the standard testing: the
  * external system is using a TimeCalculator with ACT/365.
  */
 public void presentValueExternal() {
   G2ppPiecewiseConstantParameters parametersCst = G2ppTestsDataSet.createG2ppCstParameters();
   final YieldAndDiscountCurve curve5 = new YieldCurve(ConstantDoublesCurve.from(0.05));
   final YieldCurveBundle curves = new YieldCurveBundle();
   curves.setCurve(FUNDING_CURVE_NAME, curve5);
   curves.setCurve(FORWARD_CURVE_NAME, curve5);
   G2ppPiecewiseConstantDataBundle bundleCst =
       new G2ppPiecewiseConstantDataBundle(parametersCst, curves);
   CurrencyAmount pv = METHOD_G2PP_APPROXIMATION.presentValue(SWAPTION_PAYER_LONG, bundleCst);
   double pvExternal = 6885626.28245924; // ! TimeCalculator with ACT/365
   assertEquals(
       "Swaption physical - G2++ - present value - external system",
       pvExternal,
       pv.getAmount(),
       1E-2);
 }
 @Override
 /**
  * Computes the Federal Funds future price using average of forward rates (not convexity
  * adjustment).
  *
  * @param future The future security.
  * @param curves The curves.
  * @return The price.
  */
 public double price(final FederalFundsFutureSecurity future, final YieldCurveBundle curves) {
   Validate.notNull(future, "Future");
   Validate.notNull(curves, "Curves");
   int nbFixing = future.getFixingPeriodAccrualFactor().length;
   YieldAndDiscountCurve ois = curves.getCurve(future.getOISCurveName());
   double[] df = new double[nbFixing + 1];
   for (int loopfix = 0; loopfix < nbFixing + 1; loopfix++) {
     df[loopfix] = ois.getDiscountFactor(future.getFixingPeriodTime()[loopfix]);
   }
   double interest = future.getAccruedInterest();
   for (int loopfix = 0; loopfix < nbFixing; loopfix++) {
     interest += df[loopfix] / df[loopfix + 1] - 1.0;
   }
   return 1.0 - interest / future.getFixingTotalAccrualFactor();
 }
 @Test
 /**
  * Test the present value sensitivity to rate for a swaption with strike above the cut-off strike.
  */
 public void testPresentValueSensitivityExtra() {
   final YieldCurveBundle curves = TestsDataSetsSABR.createCurves1();
   final SABRInterestRateParameters sabrParameter = TestsDataSetsSABR.createSABR1();
   final SABRInterestRateDataBundle sabrBundle =
       new SABRInterestRateDataBundle(sabrParameter, curves);
   final double highStrike = 0.10;
   final SwapFixedIborDefinition swapDefinitionPayerHighStrike =
       SwapFixedIborDefinition.from(
           SETTLEMENT_DATE, CMS_INDEX, NOTIONAL, highStrike, FIXED_IS_PAYER);
   final SwaptionCashFixedIborDefinition swaptionDefinitionLongPayerHighStrike =
       SwaptionCashFixedIborDefinition.from(EXPIRY_DATE, swapDefinitionPayerHighStrike, IS_LONG);
   final SwaptionCashFixedIborDefinition swaptionDefinitionShortPayerHighStrike =
       SwaptionCashFixedIborDefinition.from(EXPIRY_DATE, swapDefinitionPayerHighStrike, !IS_LONG);
   final SwaptionCashFixedIbor swaptionLongPayerHighStrike =
       swaptionDefinitionLongPayerHighStrike.toDerivative(REFERENCE_DATE, CURVES_NAME);
   final SwaptionCashFixedIbor swaptionShortPayerHighStrike =
       swaptionDefinitionShortPayerHighStrike.toDerivative(REFERENCE_DATE, CURVES_NAME);
   final SwaptionCashFixedIborSABRExtrapolationRightMethod methodExtra =
       new SwaptionCashFixedIborSABRExtrapolationRightMethod(CUT_OFF_STRIKE, MU);
   // Swaption sensitivity
   InterestRateCurveSensitivity pvsLongPayerExtra =
       methodExtra.presentValueSensitivity(swaptionLongPayerHighStrike, sabrBundle);
   final InterestRateCurveSensitivity pvsShortPayerExtra =
       methodExtra.presentValueSensitivity(swaptionShortPayerHighStrike, sabrBundle);
   // Long/short parity
   final InterestRateCurveSensitivity pvsShortPayer_1 = pvsShortPayerExtra.multiply(-1);
   assertEquals(pvsLongPayerExtra.getSensitivities(), pvsShortPayer_1.getSensitivities());
   // Present value sensitivity comparison with finite difference.
   final double deltaTolerance = 5.0E+4;
   // Testing note: Sensitivity is for a movement of 1. 1E+2 = 1 cent for a 1 bp move. Tolerance
   // increased to cope with numerical imprecision of finite difference.
   final double deltaShift = 1.0E-5;
   pvsLongPayerExtra = pvsLongPayerExtra.clean();
   final double pv = methodExtra.presentValue(swaptionLongPayerHighStrike, sabrBundle);
   // 1. Forward curve sensitivity
   final String bumpedCurveName = "Bumped Curve";
   final String[] bumpedCurvesForwardName = {FUNDING_CURVE_NAME, bumpedCurveName};
   final SwaptionCashFixedIbor swaptionBumpedForward =
       swaptionDefinitionLongPayerHighStrike.toDerivative(REFERENCE_DATE, bumpedCurvesForwardName);
   final YieldAndDiscountCurve curveForward = curves.getCurve(FORWARD_CURVE_NAME);
   final Set<Double> timeForwardSet = new TreeSet<Double>();
   for (final Payment pay :
       swaptionLongPayerHighStrike.getUnderlyingSwap().getSecondLeg().getPayments()) {
     final CouponIbor coupon = (CouponIbor) pay;
     timeForwardSet.add(coupon.getFixingPeriodStartTime());
     timeForwardSet.add(coupon.getFixingPeriodEndTime());
   }
   final int nbForwardDate = timeForwardSet.size();
   final List<Double> timeForwardList = new ArrayList<Double>(timeForwardSet);
   Double[] timeForwardArray = new Double[nbForwardDate];
   timeForwardArray = timeForwardList.toArray(timeForwardArray);
   final double[] yieldsForward = new double[nbForwardDate + 1];
   final double[] nodeTimesForward = new double[nbForwardDate + 1];
   yieldsForward[0] = curveForward.getInterestRate(0.0);
   for (int i = 0; i < nbForwardDate; i++) {
     nodeTimesForward[i + 1] = timeForwardArray[i];
     yieldsForward[i + 1] = curveForward.getInterestRate(nodeTimesForward[i + 1]);
   }
   final YieldAndDiscountCurve tempCurveForward =
       new YieldCurve(
           InterpolatedDoublesCurve.fromSorted(
               nodeTimesForward, yieldsForward, new LinearInterpolator1D()));
   final List<DoublesPair> tempForward =
       pvsLongPayerExtra.getSensitivities().get(FORWARD_CURVE_NAME);
   final double[] resFwd = new double[nbForwardDate];
   for (int i = 0; i < nbForwardDate; i++) {
     final YieldAndDiscountCurve bumpedCurveForward =
         tempCurveForward.withSingleShift(nodeTimesForward[i + 1], deltaShift);
     final YieldCurveBundle curvesBumpedForward = new YieldCurveBundle();
     curvesBumpedForward.addAll(curves);
     curvesBumpedForward.setCurve("Bumped Curve", bumpedCurveForward);
     final SABRInterestRateDataBundle sabrBundleBumped =
         new SABRInterestRateDataBundle(sabrParameter, curvesBumpedForward);
     final double bumpedpv = methodExtra.presentValue(swaptionBumpedForward, sabrBundleBumped);
     resFwd[i] = (bumpedpv - pv) / deltaShift;
     final DoublesPair pair = tempForward.get(i);
     assertEquals(
         "Sensitivity to forward curve: Node " + i,
         nodeTimesForward[i + 1],
         pair.getFirst(),
         1E-8);
     assertEquals(
         "Sensitivity to forward curve: Node " + i, resFwd[i], pair.getSecond(), deltaTolerance);
   }
   // 2. Funding curve sensitivity
   final String[] bumpedCurvesFundingName = {bumpedCurveName, FORWARD_CURVE_NAME};
   final SwaptionCashFixedIbor swaptionBumpedFunding =
       swaptionDefinitionLongPayerHighStrike.toDerivative(REFERENCE_DATE, bumpedCurvesFundingName);
   final int nbPayDate =
       swaptionDefinitionLongPayerHighStrike.getUnderlyingSwap().getIborLeg().getPayments().length;
   final YieldAndDiscountCurve curveFunding = curves.getCurve(FUNDING_CURVE_NAME);
   final double[] yieldsFunding = new double[nbPayDate + 2];
   final double[] nodeTimesFunding = new double[nbPayDate + 2];
   yieldsFunding[0] = curveFunding.getInterestRate(0.0);
   nodeTimesFunding[1] = swaptionLongPayerHighStrike.getSettlementTime();
   yieldsFunding[1] = curveFunding.getInterestRate(nodeTimesFunding[1]);
   for (int i = 0; i < nbPayDate; i++) {
     nodeTimesFunding[i + 2] =
         swaptionLongPayerHighStrike
             .getUnderlyingSwap()
             .getSecondLeg()
             .getNthPayment(i)
             .getPaymentTime();
     yieldsFunding[i + 2] = curveFunding.getInterestRate(nodeTimesFunding[i + 2]);
   }
   final YieldAndDiscountCurve tempCurveFunding =
       new YieldCurve(
           InterpolatedDoublesCurve.fromSorted(
               nodeTimesFunding, yieldsFunding, new LinearInterpolator1D()));
   final List<DoublesPair> tempFunding =
       pvsLongPayerExtra.getSensitivities().get(FUNDING_CURVE_NAME);
   final double[] resDsc = new double[nbPayDate];
   for (int i = 0; i < nbPayDate; i++) {
     final YieldAndDiscountCurve bumpedCurve =
         tempCurveFunding.withSingleShift(nodeTimesFunding[i + 1], deltaShift);
     final YieldCurveBundle curvesBumped = new YieldCurveBundle();
     curvesBumped.addAll(curves);
     curvesBumped.setCurve("Bumped Curve", bumpedCurve);
     final SABRInterestRateDataBundle sabrBundleBumped =
         new SABRInterestRateDataBundle(sabrParameter, curvesBumped);
     final double bumpedpv = methodExtra.presentValue(swaptionBumpedFunding, sabrBundleBumped);
     resDsc[i] = (bumpedpv - pv) / deltaShift;
     final DoublesPair pair = tempFunding.get(i);
     assertEquals(
         "Sensitivity to discounting curve: Node " + i,
         nodeTimesFunding[i + 1],
         pair.getFirst(),
         1E-8);
     assertEquals(
         "Sensitivity to discounting curve: Node " + i,
         resDsc[i],
         pair.getSecond(),
         deltaTolerance);
   }
 }