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Reference manual - version qle_version
Functions
stoplightbounds.hpp File Reference

compute stop light bounds for overlapping and correlated PL More...

#include <ql/math/matrix.hpp>
#include <ql/math/matrixutilities/pseudosqrt.hpp>
#include <ql/types.hpp>
#include <vector>

Functions

std::vector< Size > stopLightBounds (const std::vector< Real > &stopLightP, const Size observations, const Size numberOfDays=10, const Real p=0.99, const Size numberOfPortfolios=1, const Matrix &correlation=Matrix(1, 1, 1.0), const Size samples=1500000, const Size seed=42, const SalvagingAlgorithm::Type salvaging=SalvagingAlgorithm::Spectral, const Size exceptions=Null< Size >(), Real *cumProb=nullptr)
 
std::vector< Size > stopLightBoundsTabulated (const std::vector< Real > &stopLightP, const Size observations, const Size numberOfDays=10, const Real p=0.99)
 
std::vector< Size > stopLightBounds (const std::vector< Real > &stopLightP, const Size observations, const Real p, const Size exceptions=Null< Size >(), Real *cumProb=nullptr)
 
std::vector< std::pair< Size, std::vector< Size > > > generateStopLightBoundTable (const std::vector< Size > &observations, const std::vector< Real > &stopLightP, const Size samples, const Size seed, const Size numberOfDays=10, const Real p=0.99)
 

Detailed Description

compute stop light bounds for overlapping and correlated PL

Function Documentation

◆ stopLightBounds()

std::vector<Size> QuantExt::stopLightBounds ( const std::vector< Real > &  stopLightP,
const Size  observations,
const Size  numberOfDays = 10,
const Real  p = 0.99,
const Size  numberOfPortfolios = 1,
const Matrix &  correlation = Matrix(1, 1, 1.0),
const Size  samples = 1500000,
const Size  seed = 42,
const SalvagingAlgorithm::Type  salvaging = SalvagingAlgorithm::Spectral,
const Size  exceptions = Null< Size >(),
Real *  cumProb = nullptr 
)

Computes the maximum number of exceptions n such that the probability of having less or equal to n exceptions is less than p for a given vector of stop light levels (0.95 = green, 0.9999 = red in the Basel approach). An overlapping PL over a given period is considered, possibly also several portfolios with correlated PL. If the parameter exceptions m is not null, cumProb is set to the probability of having less of equal to m exceptions (this is not affecting the return value).