SMOP stands for Small Matlab/Octave to Python compiler. It is supposed to help those who attempt migration from Matlab to Python. Despite the similarities between the two languages, there are enough differences to make manual translation too time consuming.

SMOP is not a polished product, nor a replacement to Octave and Matlab. Taking into account its size (less than 3000 lines), this is not surprizing. There are no toolboxes. Small everyday functions (max, length, etc.) are recognized and supported, but that's all.

SMOP is written in Python, using PLY -- Python Lex/Yacc for lexical analysis and parsing, and numpy for runtime environment. SMOP is platform-independent, but is tested only on Linux. It is a command-line utility.

It is possible to run an example without installing smop. Just unzip it somewhere, and cd there. In your current directory you will find a bunch of .py files and a file named fastsolver.m. It is taken from the winning submission to Matlab programming competition in 2004 (Moving Furniture http://www.mathworks.cn/matlabcentral/contest/contests/12/submissions/29989).

Now type python main.py fastsolver.m -o fastsolver.py. If you don't specify the output file with -o option, it is written to a.py. Each time a function is translated, its name is written.

lei@fuji:~/smop/smop$ python main.py fastsolver.m 
fastsolver.m
    solver
    cbest
    mainsolver
    imoves
    easysolver
    localfiddler
    findoverlaps
    dijkstra
    improve
    TLL79
    solverA
    solver1
    movefrompos
    onemove
    solver2
    SearchPath
    Faster10IntReps2
    matrixsolver
    outoftheway
    ismember1
    ismember2
    setdiff
    unique
    sub2ind
    randperm
    perms
    itTakesAThief
    movefurniture
    findshortestpath
    dealWall1
lei@fuji:~/smop/smop$ 

The entire submission contains 2093 lines, and it is automatically translated to Python by smop. These are the good news. The bad news are that generating the code is not enough to run the program, so there are no performance numbers yet.

1. While the submission itself --- the solver program --- does not use graphics, the envelope code that is responsible to run the submission, collect and display the results, does. So about 100 lines of the envelope must be rewritten by hand.
2. Many standard functions are not yet implemented --- rand, find, and others. They are on the issues list.
3. Some matlab constructs, especially creating arrays by out of bound assignment, are used in the submission, but not yet supported by smop. Meanwhile, these lines should be rewritten in the Matlab code.

01 function moves=solver(A,B,w0)
02 [moves,optmove,optscore]=cbest(A,B,w0);
03 curscore=sum(w0(moves(:,1)));
04 lots=1;
05 if length(moves)-optmove<20||curscore/optscore<1.05
06     lots=2; return
07 else
08     lenw=length(w0);
09  [xx,nseq]=sort(rand(1,lenw));
10  A1=A;
11  B1=B;
12  w01=w0;
13  for i=1:lenw
14      A1(A==i)=nseq(i);
15      B1(B==i)=nseq(i);
16      w01(nseq(i))=w0(i);
17  end;
18  [moves2,optmove,optscore]=cbest(A1,B1,w01);

becomes

01  def solver(A,B,w0):
02  moves,optmove,optscore = cbest(A,B,w0)
03  curscore=np.sum(w0[(moves[:,0]-1)])
04  lots=1
05  if max(moves.shape) - optmove < 20 or curscore / optscore < 1.05:
06      lots=2
07      return moves
08  else:
09      lenw=max(w0.shape)
10      xx,nseq=sort(rand(1,lenw))
11      A1=A
12      B1=B
13      w01=w0
14      for i in range(1,(lenw+1)):
15      A1[A == i]=nseq[(i-1)]
16      B1[B == i]=nseq[(i-1)]
17      w01[(nseq[(i-1)]-1)]=w0[(i-1)]
18      moves2,optmove,optscore = cbest(A1,B1,w01)

Now some random notes.

1. Line 03. Functions vs. arrays ambiguity is correctly resolved: for example, sum is a function, but w0 and moves are arrays.
2. Line 09, Matlab function length is correctly inlined as max(w0.shape) --- that is the maximum of the array dimensions.
3. For some functions, such as abs, max, and others, there are both a builtin version and a different numpy version, and it is important to use the right one. In line 03 np.sum is used, but in line 09 builtin max. This is correct.
4. Line 10. Functions rand and sort are not yet implemented.
5. Lines 15-16. There is some support to boolean indexing.
6. Lines 15-17. Array subscripts are modified to start with zero index. Note that if all subscripts were decremented, it would break boolean indexing.
7. Line 13. Range specification in Matlab includes the upper bound. In Python, it doesn't. So for i=1:lenw becomes for i in range(1,(lenw+1)). Extra parentheses are known as issue #1.

The table below tries to summarize various features.