List of optionType() Examples

Examples of optionType()

Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

        final double /*@Real*/ spot = process.stateVariable().currentLink().value();
        QL.require(spot > 0.0, "negative or null underlying given"); // QA:[RG]::verified // TODO: message
        final double /*@Real*/ forwardPrice = spot * dividendDiscount / riskFreeDiscount;
        final BlackCalculator black = new BlackCalculator(payoff, forwardPrice, Math.sqrt(variance), riskFreeDiscount);


        if (dividendDiscount>=1.0 && payoff.optionType()==Option.Type.Call) {
            // early exercise never optimal
            r.value                     = black.value();
            greeks.delta            = black.delta(spot);
            moreGreeks.deltaForward = black.deltaForward();
            moreGreeks.elasticity   = black.elasticity(spot);

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

            final double /*@Real*/ forwardSk = Sk * dividendDiscount / riskFreeDiscount;
            final double /*@Real*/ d1 = (Math.log(forwardSk/payoff.strike()) + 0.5*variance)/Math.sqrt(variance);
            final double /*@Real*/ n = 2.0*Math.log(dividendDiscount/riskFreeDiscount)/variance;
            final double /*@Real*/ K = -2.0*Math.log(riskFreeDiscount)/(variance*(1.0-riskFreeDiscount));
            double /*@Real*/ Q, a;
            switch (payoff.optionType()) {
            case Call:
                Q = (-(n-1.0) + Math.sqrt(((n-1.0)*(n-1.0))+4.0*K))/2.0;
                a =  (Sk/Q) * (1.0 - dividendDiscount * cumNormalDist.op(d1));
                if (spot<Sk)
                    r.value = black.value() + a * Math.pow((spot/Sk), Q);

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

        final double /* @Real */spot = process.stateVariable().currentLink().value();
        QL.require(spot > 0.0, "negative or null underlying given"); // QA:[RG]::verified // TODO: message
        final double /* @Real */forwardPrice = spot * dividendDiscount / riskFreeDiscount;
        final BlackCalculator black = new BlackCalculator(payoff, forwardPrice, Math.sqrt(variance), riskFreeDiscount);


        if (dividendDiscount>=1.0 && payoff.optionType()==Option.Type.Call) {
            // early exercise never optimal
            r.value           = black.value();
            greeks.delta            = black.delta(spot);
            moreGreeks.deltaForward = black.deltaForward();
            moreGreeks.elasticity   = black.elasticity(spot);

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

            final double /*@Real*/ beta = 2.0*Math.log(dividendDiscount/riskFreeDiscount)/
            (variance);
            final double /*@Real*/ h = 1 - riskFreeDiscount;
            double /*@Real*/ phi;


            switch (payoff.optionType()) {
            case Call:
                phi = 1;
                break;
            case Put:
                phi = -1;

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()


            final double /* @Real */temp_root = Math.sqrt((beta - 1) * (beta - 1) + (4 * alpha) / h);
            final double /* @Real */lambda = (-(beta - 1) + phi * temp_root) / 2;
            final double /* @Real */lambda_prime = -phi * alpha / (h * h * temp_root);


            final double /* @Real */black_Sk = BlackFormula.blackFormula(payoff.optionType(), payoff.strike(), forwardSk, Math.sqrt(variance)) * riskFreeDiscount;
            final double /* @Real */hA = phi * (Sk - payoff.strike()) - black_Sk;


            final double /* @Real */d1_Sk = (Math.log(forwardSk / payoff.strike()) + 0.5 * variance) / Math.sqrt(variance);
            final double /* @Real */d2_Sk = d1_Sk - Math.sqrt(variance);
            final double /* @Real */part1 = forwardSk * normalDist.op(d1_Sk) / (alpha * Math.sqrt(variance));

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

        final double /* @Real */spot = process.stateVariable().currentLink().value();
        QL.require(spot > 0.0, "negative or null underlying given"); // TODO: message
        final double /* @Real */forwardPrice = spot * dividendDiscount / riskFreeDiscount;
        final BlackCalculator black = new BlackCalculator(payoff, forwardPrice, Math.sqrt(variance), riskFreeDiscount);


        if (dividendDiscount>=1.0 && payoff.optionType()==Option.Type.Call) {
            // early exercise never optimal
            r.value           = black.value();
            greeks.delta            = black.delta(spot);
            moreGreeks.deltaForward = black.deltaForward();
            moreGreeks.elasticity   = black.elasticity(spot);

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

            final double /*@Real*/ beta = 2.0*Math.log(dividendDiscount/riskFreeDiscount)/
            (variance);
            final double /*@Real*/ h = 1 - riskFreeDiscount;
            double /*@Real*/ phi;


            switch (payoff.optionType()) {
            case Call:
                phi = 1;
                break;
            case Put:
                phi = -1;

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()


            final double /* @Real */temp_root = Math.sqrt((beta - 1) * (beta - 1) + (4 * alpha) / h);
            final double /* @Real */lambda = (-(beta - 1) + phi * temp_root) / 2;
            final double /* @Real */lambda_prime = -phi * alpha / (h * h * temp_root);


            final double /* @Real */black_Sk = BlackFormula.blackFormula(payoff.optionType(), payoff.strike(), forwardSk, Math.sqrt(variance)) * riskFreeDiscount;
            final double /* @Real */hA = phi * (Sk - payoff.strike()) - black_Sk;


            final double /* @Real */d1_Sk = (Math.log(forwardSk / payoff.strike()) + 0.5 * variance) / Math.sqrt(variance);
            final double /* @Real */d2_Sk = d1_Sk - Math.sqrt(variance);
            final double /* @Real */part1 = forwardSk * normalDist.op(d1_Sk) / (alpha * Math.sqrt(variance));

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

            Nx_1 = (muG > Math.log(payoff.strike()) ? 1.0 : 0.0);
            nx_1 = 0.0;
        }
        greeks.vega = forwardPrice * riskFreeDiscount * ( (dmuG_dsig + sigG * dsigG_dsig)*Nx_1 + nx_1*dsigG_dsig );


        if (payoff.optionType() == Option.Type.Put) {
            greeks.vega -= riskFreeDiscount * forwardPrice * (dmuG_dsig + sigG * dsigG_dsig);
        }


        /*@Time*/ final double tRho = rfdc.yearFraction(process.riskFreeRate().currentLink().referenceDate(), a.exercise.lastDate());
        greeks.rho = black.rho(tRho)*timeSum/(N*tRho) - (tRho-timeSum/N) * r.value;

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Examples of org.jquantlib.instruments.StrikedTypePayoff.optionType()

        final double /*@Real*/ spot = process.stateVariable().currentLink().value();
        QL.require(spot > 0.0, "negative or null underlying given"); // TODO: message
        final double /*@Real*/ forwardPrice = spot * dividendDiscount / riskFreeDiscount;
        final BlackCalculator black = new BlackCalculator(payoff, forwardPrice, Math.sqrt(variance), riskFreeDiscount);


        if (dividendDiscount>=1.0 && payoff.optionType()==Option.Type.Call) {
            // early exercise never optimal
            r.value                     = black.value();
            greeks.delta            = black.delta(spot);
            moreGreeks.deltaForward = black.deltaForward();
            moreGreeks.elasticity   = black.elasticity(spot);

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