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.interestrate; import org.apache.commons.lang.Validate; import com.opengamma.analytics.math.function.ParameterizedFunction; import com.opengamma.analytics.math.matrix.DoubleMatrix1D; import com.opengamma.analytics.util.serialization.InvokedSerializedForm; /** * */ public class NelsonSiegelSvennsonBondCurveModel { public ParameterizedFunction<Double, DoubleMatrix1D, Double> getParameterizedFunction() { return new ParameterizedFunction<Double, DoubleMatrix1D, Double>() { @Override public Double evaluate(final Double t, final DoubleMatrix1D parameters) { Validate.notNull(t, "t"); Validate.notNull(parameters, "parameters"); Validate.isTrue(parameters.getNumberOfElements() == 6); final double beta0 = parameters.getEntry(0); final double beta1 = parameters.getEntry(1); final double beta2 = parameters.getEntry(2); final double lambda1 = parameters.getEntry(3); final double beta3 = parameters.getEntry(4); final double lambda2 = parameters.getEntry(5); final double x1 = t / lambda1; final double x2 = (1 - Math.exp(-x1)) / x1; final double x3 = t / lambda2; final double x4 = (1 - Math.exp(-x3)) / x3; return beta0 + beta1 * x2 + beta2 * (x2 - Math.exp(-x1)) + beta3 * (x4 - Math.exp(-x3)); } public Object writeReplace() { return new InvokedSerializedForm(NelsonSiegelSvennsonBondCurveModel.class, "getParameterizedFunction"); } }; } }