Java tutorial
/** * Copyright (C) 2009 - present by OpenGamma Inc. and the OpenGamma group of companies * * Please see distribution for license. */ package com.opengamma.analytics.financial.model.interestrate; import org.apache.commons.lang.Validate; import org.threeten.bp.ZonedDateTime; import com.opengamma.analytics.financial.model.interestrate.definition.HullWhiteOneFactorDataBundle; import com.opengamma.analytics.math.function.Function1D; import com.opengamma.util.time.DateUtils; /** * */ public class HullWhiteOneFactorInterestRateModel implements DiscountBondModel<HullWhiteOneFactorDataBundle> { private final double _delta = 0.1; @Override public Function1D<HullWhiteOneFactorDataBundle, Double> getDiscountBondFunction(final ZonedDateTime time, final ZonedDateTime maturity) { Validate.notNull(time); Validate.notNull(maturity); return new Function1D<HullWhiteOneFactorDataBundle, Double>() { @Override public Double evaluate(final HullWhiteOneFactorDataBundle data) { Validate.notNull(data); final double t = DateUtils.getDifferenceInYears(data.getDate(), time); final double s = DateUtils.getDifferenceInYears(data.getDate(), maturity); final double rT = data.getShortRate(t); final double rs = data.getShortRate(s); final double pT = Math.exp(-rT * t); final double ps = Math.exp(-rs * s); final Double sigma = data.getShortRateVolatility(t); final double dt = s - t; final double speed = data.getReversionSpeed(); final double b = (1 - Math.exp(-speed * dt)) / speed; final double upT = t + _delta; final double downT = t - _delta; final double dlnPdt = (-data.getShortRate(upT) * upT + data.getShortRate(downT) * downT) / (2 * _delta); final double lnA = Math.log(ps / pT) - b * dlnPdt - sigma * sigma * Math.pow(Math.exp(-speed * s) - Math.exp(-speed * t), 2) * (Math.exp(2 * speed * t) - 1) / (4 * speed * speed * speed); return Math.exp(lnA - b * rT); } }; } }