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You could probably use something like Chez Scheme for that, especially the new Racket fork of it with unboxed flonums and flonum vectors, except with significan
by jhgb 6y ago
You could probably use something like Chez Scheme for that, especially the new Racket fork of it with unboxed flonums and flonum vectors, except with significantly decreased need to rewrite stuff in C for performance. Also with proper threads to boot.
- dagw 6y agoYou're missing the point. What makes python 'fast' is that it comes with 'out of the box' support for everything I might need. Reading and writing obscure file formats. Every sparse matrix, image processing and graph algorithm I might need has already been implemented. Do I need to all of sudden solve an optimization problem or a differential equation? Already nicely integrated with the library using. If I need some obscure domain specific algorithm, there is almost certainly a library for that already. I don't have to worry about any of that stuff and can focus on solving my problem.
- jhgb 6y agoThere's quite a few C/C++ libraries for those things, right? Integrating them with proper FFI (of the kind that Chez has, for example - or LuaJIT, for that matter) seems hardly difficult...although differential equations or optimization problems may be better served without any language interfaces whatsoever since they involve functional parameterization. That generally sucks with mixed-language solutions, to the extent that GSLShell, the LuaJIT interface to GSL, completely skipped the DE solvers in GSL and reimplemented them in Lua for higher performance. I imagine that 'fast' in case of Python really needs to be quoted the way you did.
- kbutler 6y ago"seems hardly difficult" and "could probably use" is seldom faster than "out of the box" and "already nicely integrated"
- jhgb 6y agoMaybe, but the latter definitely isn't the case with Python, especially in case of PyPy (or at least it wasn't the case the last time I tried that), so there's that.