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That is pretty much the main purpose of xdress. Beyond just wrapping C++ classes it can also wrap C/C++ functions. \
I believe that we would be able to use xdress + pycall to get quick access to C++ classes in Julia. I haven‘t tried it before, but believe that it would work. If you have some C++ code you would like to try wrapping let me know and we’ll get it working from Python and Julia.
Because HSF is so new, only the original authors have used it in their fields: Physics and engineering. I believe that it should work for economic modeling as well, if not better, than other types of spline. Some highlights of HSF are:
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-- Christophe Gouel INRA - Economie publique AgroParisTech 16 rue Claude Bernard 75005 PARIS - FRANCE Tel +33 (0)1 44 08 72 77 www.christophegouel.com
Hi,
I am a junior researcher at INRA, the French National Institute for Agronomic Research. As such, my work revolves around issues of agricultural economics.
My interest in computational economics is mainly instrumental. I am interested in solving nonlinear models of commodity pricing, mostly rational expectations storage models. Since at the time of my PhD no solver was able to solve conveniently the models I was interested in, I have started developing a dedicated MATLAB solver. I am convinced that we have to make our research papers as replicable as possible, so I have made this solver publicly available at https://github.com/christophe-gouel/recs.
Currently my work relies mostly on MATLAB for two main reasons. Firstly, because the best solver for mixed complementarity problems, PATH (http://pages.cs.wisc.edu/~ferris/path.html), is freely available for MATLAB and this solver is a must-have when problems with complicated occasionally binding constraints have to be solved. Secondly, the CompEcon toolbox provides well designed functions for interpolation with splines or Chebyshev polynomials.
Now that I know more about computing, I could contemplate switching to other, more open, languages. There are also C and Fortran libraries for PATH. With a bit of work, we should be able to call them from Python or Julia. Interpolation will probably require a bit of additional work, as in many libraries of interpolation I have always missed what makes CompEcon so useful: a proper handling of derivatives.