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QuantLib: a free/open-source library for quantitative finance
fully annotated source code - version 1.38
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Directories | |
| directory | meshers |
| directory | operators |
| directory | schemes |
| directory | solvers |
| directory | stepconditions |
| directory | utilities |
Files | |
| file | boundarycondition.cpp [code] |
| file | boundarycondition.hpp [code] |
| boundary conditions for differential operators | |
| file | bsmoperator.cpp [code] |
| file | bsmoperator.hpp [code] |
| differential operator for Black-Scholes-Merton equation | |
| file | bsmtermoperator.hpp [code] |
| file | cranknicolson.hpp [code] |
| Crank-Nicolson scheme for finite difference methods. | |
| file | dminus.hpp [code] |
| \( D_{-} \) matricial representation | |
| file | dplus.hpp [code] |
| \( D_{+} \) matricial representation | |
| file | dplusdminus.hpp [code] |
| \( D_{+}D_{-} \) matricial representation | |
| file | dzero.hpp [code] |
| \( D_{0} \) matricial representation | |
| file | expliciteuler.hpp [code] |
| explicit Euler scheme for finite difference methods | |
| file | fdtypedefs.hpp [code] |
| default choices for template instantiations | |
| file | finitedifferencemodel.hpp [code] |
| generic finite difference model | |
| file | impliciteuler.hpp [code] |
| implicit Euler scheme for finite difference methods | |
| file | mixedscheme.hpp [code] |
| Mixed (explicit/implicit) scheme for finite difference methods. | |
| file | operatortraits.hpp [code] |
| Differential operator traits. | |
| file | parallelevolver.hpp [code] |
| Parallel evolver for multiple arrays. | |
| file | pde.hpp [code] |
| General class for one dimensional PDE's. | |
| file | pdebsm.hpp [code] |
| Black-Scholes-Merton PDE. | |
| file | stepcondition.hpp [code] |
| conditions to be applied at every time step | |
| file | trbdf2.hpp [code] |
| TR-BDF2 scheme for finite difference methods. | |
| file | tridiagonaloperator.cpp [code] |
| file | tridiagonaloperator.hpp [code] |
| tridiagonal operator | |
| file | zerocondition.hpp [code] |
| zero option exercise condition | |