I'm thinking of learning lua, i learned that it is a smaller language compared to python and has an efficient JIT compiler implementation in the form LuaJIT.
I would like to know is it possible to use lua the way i use python with Numpy+Scipy.
further if Lua has numpy+scipy equivalent does it have a matplotlib equivalent?
there is something else, i found something similar to Scipy+matplotlib for Lua,i'm not sure how active development is last release was in January 2011, it is GSL-shell
it leverages the GSL library and has plotting capabilities , it is more like matlab than scipy+matplotlib.
There is numlua, but since it depends on BLAS/LAPACK, FFTW, and HDF5, LuaJIT will not buy you any performance gain with numlua per se.
I am authoring the Lunum project, which has no dependencies and can be used as a shared module or embedded in other C applications.
It's in active development, and used in serious physics research. It supports a good subset of the Numpy semantics. Array slicing will be ready in the next release.
https://github.com/jzrake/lunum
I would also have a look at SciLua:
A complete framework for numerical computing based on LuaJIT which combines the ease of use of scripting languages (MATLAB, R, ...) with the high performance of compiled languages (C/C++, Fortran, ...).
Related
I want to compute magnetic fields of some conductors using the Biot–Savart law and I want to use a 1000x1000x1000 matrix. Before I use MATLAB, but now I want to use Python. Is Python slower than MATLAB ? How can I make Python faster?
EDIT:
Maybe the best way is to compute the big array with C/C++ and then transfering them to Python. I want to visualise then with VPython.
EDIT2: Which is better in my case: C or C++?
You might find some useful results at the bottom of this link
http://wiki.scipy.org/PerformancePython
From the introduction,
A comparison of weave with NumPy, Pyrex, Psyco, Fortran (77 and 90) and C++ for solving Laplace's equation.
It also compares MATLAB and seems to show similar speeds to when using Python and NumPy.
Of course this is only a specific example, your application might be allow better or worse performance. There is no harm in running the same test on both and comparing.
You can also compile NumPy with optimized libraries such as ATLAS which provides some BLAS/LAPACK routines. These should be of comparable speed to MATLAB.
I'm not sure if the NumPy downloads are already built against it, but I think ATLAS will tune libraries to your system if you compile NumPy,
http://www.scipy.org/Installing_SciPy/Windows
The link has more details on what is required under the Windows platform.
EDIT:
If you want to find out what performs better, C or C++, it might be worth asking a new question. Although from the link above C++ has best performance. Other solutions are quite close too i.e. Pyrex, Python/Fortran (using f2py) and inline C++.
The only matrix algebra under C++ I have ever done was using MTL and implementing an Extended Kalman Filter. I guess, though, in essence it depends on the libraries you are using LAPACK/BLAS and how well optimised it is.
This link has a list of object-oriented numerical packages for many languages.
http://www.oonumerics.org/oon/
NumPy and MATLAB both use an underlying BLAS implementation for standard linear algebra operations. For some time both used ATLAS, but nowadays MATLAB apparently also comes with other implementations like Intel's Math Kernel Library (MKL). Which one is faster by how much depends on the system and how the BLAS implementation was compiled. You can also compile NumPy with MKL and Enthought is working on MKL support for their Python distribution (see their roadmap). Here is also a recent interesting blog post about this.
On the other hand, if you need more specialized operations or data structures then both Python and MATLAB offer you various ways for optimization (like Cython, PyCUDA,...).
Edit: I corrected this answer to take into account different BLAS implementations. I hope it is now a fair representation of the current situation.
The only valid test is to benchmark it. It really depends on what your platform is, and how well the Biot-Savart Law maps to Matlab or NumPy/SciPy built-in operations.
As for making Python faster, Google's working on Unladen Swallow, a JIT compiler for Python. There are probably other projects like this as well.
As per your edit 2, I recommend very strongly that you use Fortran because you can leverage the available linear algebra subroutines (Lapack and Blas) and it is way simpler than C/C++ for matrix computations.
If you prefer to go with a C/C++ approach, I would use C, because you presumably need raw performance on a presumably simple interface (matrix computations tend to have simple interfaces and complex algorithms).
If, however, you decide to go with C++, you can use the TNT (the Template Numerical Toolkit, the C++ implementation of Lapack).
Good luck.
If you're just using Python (with NumPy), it may be slower, depending on which pieces you use, whether or not you have optimized linear algebra libraries installed, and how well you know how to take advantage of NumPy.
To make it faster, there are a few things you can do. There is a tool called Cython that allows you to add type declarations to Python code and translate it into a Python extension module in C. How much benefit this gets you depends a bit on how diligent you are with your type declarations - if you don't add any at all, you won't see much of any benefit. Cython also has support for NumPy types, though these are a bit more complicated than other types.
If you have a good graphics card and are willing to learn a bit about GPU computing, PyCUDA can also help. (If you don't have an nvidia graphics card, I hear there is a PyOpenCL in the works as well). I don't know your problem domain, but if it can be mapped into a CUDA problem then it should be able to handle your 10^9 elements nicely.
And here is an updated "comparison" between MATLAB and NumPy/MKL based on some linear algebra functions:
http://dpinte.wordpress.com/2010/03/16/numpymkl-vs-matlab-performance/
The dot product is not that slow ;-)
I couldn't find much hard numbers to answer this same question so I went ahead and did the testing myself. The results, scripts, and data sets used are all available here on my post on MATLAB vs Python speed for vibration analysis.
Long story short, the FFT function in MATLAB is better than Python but you can do some simple manipulation to get comparable results and speed. I also found that importing data was faster in Python compared to MATLAB (even for MAT files using the scipy.io).
I would also like to point out that Python (+NumPy) can easily interface with Fortran via the F2Py module, which basically nets you native Fortran speeds on the pieces of code you offload into it.
I'm thinking about using Clyther for a high performance task. It is exciting to write OpenCL kernels using only python, but I'm wondering about the performance gap.
What are tasks that Clyther is good at? Bad at? Are Clyther-generated kernels good or not?
Is it possible to find some benchmarks?
As the documentation states, the main entry points for CLyther are its clyther.task and clyther.kernel decorators - once a function is decorated with one of these the function will be compiled to OpenCL when called.
CLyther is a compiler of a subset of the Python language. It compiles your Python subset code into OpenCL, so the actual run time of the kernel will not (or should not) differ much between interfaces to OpenCL. The actual overhead of CLyther (as with all interfaces with Python) comes from calling the OpenCL functions, or the moving of data between CLyther/Python and OpenCL.
Benchmarks showing CLyther's performance are available in the documentation. The source tarball contains the C++ and FORTRAN edition of the benchmarked program, a Laplace equation solver, so you can use them to reproduce the benchmark results yourself.
Personally, I believe that you can use CLyther effectively on the majority of problems in need of OpenCL computation.
I will soon be starting a final year Engineering project, consisting of the real-time tracking of objects moving on a 2D-surface. The objects will be registered by my algorithm using feature extraction.
I am trying to do some research to decide whether I should use MATLAB or use Python Numpy (Numerical Python). Some of the factors I am taking into account:
1.) Experience
I have reasonable experience in both, but perhaps more experience in image processing using Numpy. However, I have always found MATLAB to be very intuitive and easy to pick up.
2.) Real-Time abilities
It is very important that my choice be able to support the real-time acquisition of video data from an external camera. I found this link for MATLAB showing how to do it. I am sure that the same would be possible for Python, perhaps using the OpenCV library?
3.) Performance
I have heard, although never used, that MATLAB can easily split independent calculations across multiple cores. I should think that this would be very useful, and I am not sure whether the same is equally simple for Numpy?
4.) Price
I know that there is a cost associated with MATLAB, but I will be working at a university and thus will have access to full MATLAB without any cost to myself, so price is not a factor.
I would greatly appreciate any input from anyone who has done something similar, and what your experience was.
Thanks!
Python (with NumPy, SciPy and MatPlotLib) is the new Matlab. So I strongly recommend Python over Matlab.
I made the change over a year ago and I am very happy with the results.
Here it is a short pro/con list for Python and Matlab
Python pros:
Object Oriented
Easy to write large and "real" programs
Open Source (so it's completely free to use)
Fast (most of the heavy computation algorithms have a python wrapper to connect with C libraries e.g. NumPy, SciPy, SciKits, libSVM, libLINEAR)
Comfortable environment, highly configurable (iPython, python module for VIM, ...)
Fast growing community of Python users. Tons of documentation and people willing to help
Python cons:
Could be a pain to install (especially some modules in OS X)
Plot manipulation is not as nice/easy as in Matlab, especially 3D plots or animations
It's still a script language, so only use it for (fast) prototyping
Python is not designed for multicore programming
Matlab pros:
Very easy to install
Powerful Toolboxes (e.g. SignalProcessing, Systems Biology)
Unified documentation, and personalized support as long as you buy the licence
Easy to have plot animations and interactive graphics (that I find really useful for running experiments)
Matlab cons:
Not free (and expensive)
Based on Java + X11, which looks extremely ugly (ok, I accept I'm completely biased here)
Difficult to write large and extensible programs
A lot of Matlab users are switching to Python :)
I would recommend python.
I switched from MATLAB -> python about 1/2 way through my phd, and do not regret it. At the most simplistic, python is a much nicer language, has real objects, etc.
If you expect to be doing any parts of your code in c/c++ I would definitely recommend python. The mex interface works, but if your build gets complicated/big it starts to be a pain and I never sorted out how to effectively debug it. I also had great difficulty with mex+allocating large blocks interacting with matlab's memory management (my inability to fix that issue is what drove me to switch).
As a side note/self promotion, I have Crocker-Grier in c++ (with swig wrappers) and pure python.
If you're experienced with both languages it's not really a decision criterion.
Matlab has problems coping with real time settings especially since most computer vision algorithms are very costly. This is the advantage of using a tried and tested library such as OpenCV where many of the algorithms you'll be using are efficiently implemented. Matlab offers the possibility of compiling code into Mex-files but that is a lot of work.
Matlab has parallel for loops parfor which makes multicore processing easy (or at least easier). But the question is if that will suffice to get real-time speeds.
No comment.
The main advantage of Matlab is that you'll obtain a running program very quickly due to its good documentation. But I found that code reusability is bad with Matlab unless you put a heavy emphasis on it.
I think the final decision has to be if you have to/can run your algorithm real-time which I doubt in Matlab, but that depends on what methods you're planning to use.
Others have made a lot of great comments (I've opined on this topic before in another answer https://stackoverflow.com/a/5065585/392949) , but I just wanted to point out that Python has a number of really excellent tools for parallel computing/splitting up work across multiple cores. Here's a short and by no means comprehensive list:
IPython Parallel toolkit: http://ipython.org/ipython-doc/dev/parallel/index.html
mpi4py: https://code.google.com/p/mpi4py
The multiprocessing module in the standard library: http://docs.python.org/library/multiprocessing.html
pyzmq: http://zeromq.github.com/pyzmq/ (what the IPython parallel toolkit is based on)
parallel python (pp): http://www.parallelpython.com/
Cython's wrapping of openmp: http://docs.cython.org/src/userguide/parallelism.html
You will also probably find cython to be much to be a vastly superior tool compared to what Matlab has to offer if you ever need to interface external C-libraries or write C-extensions, and it has excellent numpy support built right in.
There is a list with a bunch of other options here:
http://wiki.python.org/moin/ParallelProcessing
Is it possible to integrate Cython and TG2? I have one computation (written in python) which is heavily numerical and would largly benefit from rewriting into C or cython.
Without you having additionally specificity in your question and not knowing what exactly you mean by 'integrate', all I can offer is that cython provides a fairly simple way of (often dramatically) speeding up certain code written in python either via static typing or calling external c/c++ libraries. If there is only a single numerical calculation that can be written in cython and then called from within TG2, then this is a good candidate for using cython. Your mileage will vary though depending on how much of it can be written in something that translates to pure C, versus something that relies heavily on the Python C-API.
Some (many actually) numerical calculations are also amenable to the type computations that numpy excels at, so if you haven't tried it, that may be another option.
In general though if you want a detailed answer, you should put an equivalent amount of detail in the question.
Looking further into the differences between Python and Ruby, is there a Ruby equivalent to SciPy, or what other scientific math gems are available for Ruby?
There's nothing quite as mature or well done as SciPy, but check out SciRuby and Numerical Ruby.
rnum
Ruby Numerical Library is a linear
algebra package using Blas and Lapack.
http://rnum.rubyforge.org/
Site has some speed comparisons
Someone else mentioned NArray and Ara T. Howard's / #drawohara's SciRuby.
But there's also a new SciRuby project (proceeding with Ara's and Masahiro Tanaka's blessings) which includes a dense and sparse matrix gem, NMatrix. It's not finished yet, but it does basic stuff.
The SciRuby github account also has a bunch of other useful gems, including statsample (for statistics) and rubyvis (for visualization).
linalg https://github.com/wedesoft, installation instructions: http://www.quora.com/Installation-Instructions/How-do-I-install-Ruby-linalg-library-on-Mac