[Rcpp-devel] Error detected in Rcpp module wrapper
Dirk Eddelbuettel
edd at debian.org
Sun Dec 5 16:02:17 CET 2010
Hi Tama,
On 5 December 2010 at 15:36, Tama Ma wrote:
| Dear Rcpp developers,
|
| I have written the following BlackScholesCallFiniteDifference class in <include/black-scholes/black-scholes-call-finite-difference.hpp>, with the Rcpp module wrapper in <src/black-scholes/black-scholes-call-finite-difference-R-module.C>. Then, I compile successfully using g++ (version 4.4) compiler to <lib/gold.so>, to be called within R. There, I met with some problem, given in the error log as follows. Is there any quick solution, or can I help?
I just got in from a run in the snow and have a bunch of errands to run parts
of the day so I may not get to this ... but if you're into Black/Scholes via
FDE, did you look at QuantLib (www.quantlib.org) and RQuantLib (my site, and
CRAN)? Maybe you'd like to contribute to the latter.... I have a some plans
on adding Rcpp modules to the mix.
Cheers, Dirk
|
| Thank you very much.
|
| Best regards,
| Tama Ma
|
|
|
| error log
| =======
|
| Tama-Mas-MacBook-Pro:R tamama$ R
|
| R version 2.12.0 (2010-10-15)
| Copyright (C) 2010 The R Foundation for Statistical Computing
| ISBN 3-900051-07-0
| Platform: x86_64-apple-darwin10.5.0/x86_64 (64-bit)
|
| R is free software and comes with ABSOLUTELY NO WARRANTY.
| You are welcome to redistribute it under certain conditions.
| Type 'license()' or 'licence()' for distribution details.
|
| R is a collaborative project with many contributors.
| Type 'contributors()' for more information and
| 'citation()' on how to cite R or R packages in publications.
|
| Type 'demo()' for some demos, 'help()' for on-line help, or
| 'help.start()' for an HTML browser interface to help.
| Type 'q()' to quit R.
|
| > source("gold.R")
| Loading required package: dyn
| Loading required package: zoo
| Loading required package: Rcpp
| > ls()
| [1] "BlackScholesCallFiniteDifference" "E"
| [3] "GOLD_DYLIB" "GOLD_DYLIB_NAME"
| [5] "GOLD_DYLIB_PATH" "gold"
| [7] "r" "sigma"
| [9] "simulation"
| > cat(E,sep="\n")
| 1
| > cat(sigma,sep="\n")
| 0.2
| > cat(r,sep="\n")
| 0.1
| >
| >
| > simulation$E
| [1] 2.134972e-314
| > simulation$sigma
| [1] 2.143981e-314
| > simulation$r
| [1] 1.561247e-321
| >
|
|
| [ Now, obviously, this is wrong. ]
|
|
|
| <R/gold.R>
| =========
|
| require(dyn)
| require(Rcpp)
|
| GOLD_DYLIB_NAME = "gold"
| GOLD_DYLIB_PATH = "../lib"
| GOLD_DYLIB = paste(GOLD_DYLIB_PATH, "/", GOLD_DYLIB_NAME, ".so", sep="")
|
| gold = Module("gold", dyn.load(GOLD_DYLIB))
| BlackScholesCallFiniteDifference = gold$BlackScholesCallFiniteDifference
|
| E = 1.0;
| sigma = 0.2;
| r = 0.1;
|
| simulation = new(BlackScholesCallFiniteDifference, E, sigma, r);
|
|
|
|
| <src/black-scholes/black-scholes-call-finite-difference-R-module.C>
| ====================================================
|
| #include <iostream>
| #include <cmath>
|
| #include <Rcpp.h>
|
| #include "black-scholes/black-scholes-call-finite-difference.hpp"
|
|
| RCPP_MODULE(gold)
| {
| Rcpp::class_<Gold::BlackScholesCallFiniteDifference<unsigned int, int, double> >("BlackScholesCallFiniteDifference")
| .constructor()
| .constructor<double, double, double>()
| .constructor<double, double, double, unsigned int, unsigned int, double, double>()
|
| .property("E", &Gold::BlackScholesCallFiniteDifference<unsigned int, int, double>::E)
| .property("sigma", &Gold::BlackScholesCallFiniteDifference<unsigned int, int, double>::sigma)
| .property("r", &Gold::BlackScholesCallFiniteDifference<unsigned int, int, double>::r)
|
| ;
| }
|
|
|
| <include/black-scholes/black-scholes-call-finite-difference.hpp>
| =======================================
|
| #ifndef BLACK_SCHOLES_CALL_FINITE_DIFFERENCE_HPP
| #define BLACK_SCHOLES_CALL_FINITE_DIFFERENCE_HPP
|
| #include <iostream>
| #include <cmath>
| #include <algorithm>
| #include <numeric>
|
| #include <blitz/array.h>
| #include <blitz/tinyvec-et.h>
|
|
| namespace Gold {
|
| template <class S1, class S2, class T>
| class BlackScholesCallFiniteDifference
| {
| public:
| typedef S1 size_type;
| typedef S1 index_type;
| typedef S2 blitz_size_type;
| typedef S2 blitz_index_type;
| typedef T parm_type;
| typedef T asset_type;
| typedef T option_type;
| typedef T tau_type;
|
| asset_type E() { return _E; }
| parm_type sigma() { return _sigma; }
| parm_type r() { return _r; }
|
| BlackScholesCallFiniteDifference()
| : _initialized (false)
| , _simulated (false)
| {}
|
| BlackScholesCallFiniteDifference(asset_type E_, parm_type sigma_, parm_type r_)
| : _initialized(false)
| , _simulated(false)
| , _E(E_)
| , _sigma(sigma_)
| , _r(r_)
| {}
|
| private:
| bool _initialized;
| bool _simulated;
| asset_type _E;
| parm_type _sigma;
| parm_type _r;
| };
|
| }
|
| #endif
|
|
|
|
|
|
|
|
|
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--
Dirk Eddelbuettel | edd at debian.org | http://dirk.eddelbuettel.com
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