[sympy] GSoC: interest in ODE

2014-03-04 Thread Dazhuang Su
Hi all,
My name is Dazhuang Su.
I'm currently a student, 2nd year in UESTC. I have experience in 
programming python. And I have done 2 projects about mathematics, utilizing 
Wavelet to optimize BP neural network and detecting community with the help 
of random walks(Markov Chains). I learned some theories about ODE during my 
calculus class and I;m interested in it.
I have read the ODE docs. And for now, SymPy have implemented some basic 
and famous(such as Bernoulli) types of ODEs. And some expending have also 
been implemented, for example, nth order ODE.
I found there are 3 ideas in ODE module, finding out when an ODE is 
separable and using Lie group or Bessel function to solve ODEs. Should I 
implement them all or just choose one from them if I successfully apply for 
ODE.

Best regards,
Dazhuang

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Re: [sympy] GSoC: interest in ODE

2014-03-04 Thread Ondřej Čertík
Hi Dazhuang,

On Tue, Mar 4, 2014 at 8:46 AM, Dazhuang Su lovelo...@gmail.com wrote:
 Hi all,
 My name is Dazhuang Su.
 I'm currently a student, 2nd year in UESTC. I have experience in programming
 python. And I have done 2 projects about mathematics, utilizing Wavelet to
 optimize BP neural network and detecting community with the help of random
 walks(Markov Chains). I learned some theories about ODE during my calculus
 class and I;m interested in it.
 I have read the ODE docs. And for now, SymPy have implemented some basic and
 famous(such as Bernoulli) types of ODEs. And some expending have also been
 implemented, for example, nth order ODE.
 I found there are 3 ideas in ODE module, finding out when an ODE is
 separable and using Lie group or Bessel function to solve ODEs. Should I
 implement them all or just choose one from them if I successfully apply for
 ODE.

You can start with one, and once you have thought about particular
details and written it up,
it should be pretty clear how much work it involves and if you should
do more than one idea.

Ondrej

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