/usr/include/ql/cashflows/capflooredinflationcoupon.hpp is in libquantlib0-dev 1.9.1-1.
This file is owned by root:root, with mode 0o644.
The actual contents of the file can be viewed below.
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/*
Copyright (C) 2009 Chris Kenyon
This file is part of QuantLib, a free-software/open-source library
for financial quantitative analysts and developers - http://quantlib.org/
QuantLib is free software: you can redistribute it and/or modify it
under the terms of the QuantLib license. You should have received a
copy of the license along with this program; if not, please email
<quantlib-dev@lists.sf.net>. The license is also available online at
<http://quantlib.org/license.shtml>.
This program is distributed in the hope that it will be useful, but WITHOUT
ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
FOR A PARTICULAR PURPOSE. See the license for more details.
*/
/*! \file capflooredinflationcoupon.hpp
\brief caplet and floorlet pricing for YoY inflation coupons
*/
#ifndef quantlib_capfloored_inflation_coupon_hpp
#define quantlib_capfloored_inflation_coupon_hpp
#include <ql/cashflows/yoyinflationcoupon.hpp>
namespace QuantLib {
//! Capped or floored inflation coupon.
/*! Essentially a copy of the nominal version but taking a
different index and a set of pricers (not just one).
The payoff \f$ P \f$ of a capped inflation-rate coupon
with paysWithin = true is:
\f[ P = N \times T \times \min(a L + b, C). \f]
where \f$ N \f$ is the notional, \f$ T \f$ is the accrual
time, \f$ L \f$ is the inflation rate, \f$ a \f$ is its
gearing, \f$ b \f$ is the spread, and \f$ C \f$ and \f$ F \f$
the strikes.
The payoff of a floored inflation-rate coupon is:
\f[ P = N \times T \times \max(a L + b, F). \f]
The payoff of a collared inflation-rate coupon is:
\f[ P = N \times T \times \min(\max(a L + b, F), C). \f]
If paysWithin = false then the inverse is returned
(this provides for instrument cap and caplet prices).
They can be decomposed in the following manner. Decomposition
of a capped floating rate coupon when paysWithin = true:
\f[
R = \min(a L + b, C) = (a L + b) + \min(C - b - \xi |a| L, 0)
\f]
where \f$ \xi = sgn(a) \f$. Then:
\f[
R = (a L + b) + |a| \min(\frac{C - b}{|a|} - \xi L, 0)
\f]
*/
class CappedFlooredYoYInflationCoupon : public YoYInflationCoupon {
public:
// we may watch an underlying coupon ...
CappedFlooredYoYInflationCoupon(
const boost::shared_ptr<YoYInflationCoupon>& underlying,
Rate cap = Null<Rate>(),
Rate floor = Null<Rate>());
// ... or not
CappedFlooredYoYInflationCoupon(const Date& paymentDate,
Real nominal,
const Date& startDate,
const Date& endDate,
Natural fixingDays,
const boost::shared_ptr<YoYInflationIndex>& index,
const Period& observationLag,
const DayCounter& dayCounter,
Real gearing = 1.0,
Spread spread = 0.0,
const Rate cap = Null<Rate>(),
const Rate floor = Null<Rate>(),
const Date& refPeriodStart = Date(),
const Date& refPeriodEnd = Date())
: YoYInflationCoupon(paymentDate, nominal, startDate, endDate,
fixingDays, index, observationLag, dayCounter,
gearing, spread, refPeriodStart, refPeriodEnd),
isFloored_(false), isCapped_(false) {
setCommon(cap, floor);
}
//! \name augmented Coupon interface
//@{
//! swap(let) rate
Rate rate() const;
//! cap
Rate cap() const;
//! floor
Rate floor() const;
//! effective cap of fixing
Rate effectiveCap() const;
//! effective floor of fixing
Rate effectiveFloor() const;
//@}
//! \name Observer interface
//@{
void update();
//@}
//! \name Visitability
//@{
virtual void accept(AcyclicVisitor& v);
//@}
bool isCapped() const { return isCapped_; }
bool isFloored() const { return isFloored_; }
void setPricer(const boost::shared_ptr<YoYInflationCouponPricer>&);
protected:
virtual void setCommon(Rate cap, Rate floor);
// data, we only use underlying_ if it was constructed that way,
// generally we use the shared_ptr conversion to boolean to test
boost::shared_ptr<YoYInflationCoupon> underlying_;
bool isFloored_, isCapped_;
Rate cap_, floor_;
};
}
#endif
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