Hi all,

I'm Abhinav, a computer science undergraduate at Birla Institute of 
Technology and Science, Pilani. I'm interested in doing the Factorization 
of LODOs project as I'm quite fascinated by the related math. I've already 
downloaded the van Hoeij thesis and did the SPAD tutorial on the Axiom wiki 
[1].
I've taken a course on Differential Equations in which differential 
operators were introduced as a method for solving differential equations. I 
already know C and Java. Last year, I did a GSoC project under lmonade 
organisation itself for FLINT by implementing the LLL algorithm [2].
I've tried to implement the function suggested by Waldek as a coding task 
last year (function which given a linear ordinary differential operator 
returns true if the operator has constant coefficients and false 
otherwise). The source code for the same is available at github [3]. Could 
you please review it? Also, I've implemented the integrate_sols procedure 
from ISSAC'97 Abramov/Hoeij paper [4] in SPAD and think that it can be 
added as an operation to the LinearOrdinaryDifferentialOperator1 domain 
[5]. I'd be glad to hear any comments on this too.
I'd like to contribute to FriCAS and hence, would like ideas for any other 
code samples I could write.

Thanks and regards,
Abhinav.

[1] http://axiom-wiki.newsynthesis.org/ProgrammingSPAD
[2] http://flintlib.org/news.html
[3] https://github.com/fandango-/spad/blob/master/task.spad
[4] http://www.math.fsu.edu/~hoeij/papers/comments/issac1997.html
[5] https://github.com/fandango-/spad/blob/master/is.spad

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