I already have discussed the idea of spherical harmonics in detail on this link.
https://groups.google.com/forum/?fromgroups=#!topic/sympy/be0WuW9gs7I It basically states it would be help the quantum module but later I realized that it is all math in quantum interpretation.This is diffused kind of stuff.I mean to say these are all discrete diffused ideas which have mostly nothing in common but as none of them alone would suffice to a project magnitude of two months.So would this implementation(something like nzmath in sympy) be great for two months and any additional features that can be added so that it would be.Coming to my background I have done courses in Real Analysis and Algebra.Thanks. On Thu, Apr 18, 2013 at 11:55 PM, Amit Jamadagni <[email protected]>wrote: > Looking at implementation of spherical harmonics (I know there exists a > module but extending it (only in the symbolic field)) and in addition to > that the conversion between covariant and contra variant co ordinate > transitions along with that.Thanks. > > > On Thu, Apr 18, 2013 at 11:49 PM, David Joyner <[email protected]> wrote: > >> >> >> >> On Thu, Apr 18, 2013 at 2:15 PM, Amit Jamadagni >> <[email protected]>wrote: >> >>> Can the implementation of finite field in Sympy with reference to nzmath >>> be a project that can be done for SoC?? Thanks. >>> >> >> That alone? Or that in conjunction with a larger project? >> >> >>> >>> >>> On Sat, Apr 6, 2013 at 9:45 PM, Sushant Hiray <[email protected]>wrote: >>> >>>> >>>> Dear Vipul, >>>> >>>> Are you sure you did the following: >>>> >>>> Once you enter the sympy folder do the following: >>>> >>>> This will install the library >>>> sudo python setup.py install >>>> >>>> Run the following. It will essentially run all the tests and finally >>>> output you if all test cases passed the result or not. >>>> ./setup.py test >>>> >>>> For creating a patch and details check out here: >>>> >>>> https://github.com/sympy/sympy/wiki/Development-workflow#wiki-workflow-process >>>> >>>> If you still have any problems then give specific error details. >>>> >>>> Regards, >>>> Sushant >>>> >>>> >>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> >>>> On Saturday, April 6, 2013 12:22:13 AM UTC+5:30, Vipul Harsh wrote: >>>>> >>>>> Hi all . >>>>> >>>>> >>>>> I went through the ideas list for GSOC 2013. Group theory caught my >>>>> eye and I want to go ahead with it for GSOC . Regarding my background in >>>>> the subject , I have done a thorough full semester worth of Group theory >>>>> and am decently versed with Groups, Rings and Fields. >>>>> >>>>> >>>>> >>>>> I have these questions - >>>>> >>>>> Is there an implementation of rings and fields already in the sympy >>>>> library? >>>>> I tried to search for Rings and Fields. There is an implementation of >>>>> polynomial rings in the polynomials module but apart from that I could not >>>>> find a reference anywhere. If not , what is the scope of implementing them >>>>> and how much am I expected to do in the summers. >>>>> >>>>> >>>>> >>>>> Implementation of Permutation Groups? >>>>> Some functions implemented in the Permutation Groups can be done more >>>>> efficiently using the cycle notation. The Permutation class has a feature >>>>> for cycle notation but surprisingly it's used in only a handful of >>>>> functions. Am I missing something here? >>>>> >>>>> >>>>> >>>>> If I go ahead with this project , what should I focus for my >>>>> application ? >>>>> By this I mean , should I elaborate on my ideas and algorithms or >>>>> should I also give details of implementation ideas. I am sorry for this >>>>> basic question, but I am a beginner. >>>>> >>>>> >>>>> How do I compile the sympy library and generate a patch? >>>>> I think I might have found one , but I am not able to check my code >>>>> and am completely stuck here. >>>>> >>>>> >>>>> Thanks for your patience and help >>>>> Vipul Harsh >>>>> >>>>> -- >>>> You received this message because you are subscribed to the Google >>>> Groups "sympy" group. >>>> To unsubscribe from this group and stop receiving emails from it, send >>>> an email to [email protected]. >>>> To post to this group, send email to [email protected]. >>>> Visit this group at http://groups.google.com/group/sympy?hl=en-US. >>>> For more options, visit https://groups.google.com/groups/opt_out. >>>> >>>> >>>> >>> >>> -- >>> You received this message because you are subscribed to the Google >>> Groups "sympy" group. >>> To unsubscribe from this group and stop receiving emails from it, send >>> an email to [email protected]. >>> To post to this group, send email to [email protected]. >>> Visit this group at http://groups.google.com/group/sympy?hl=en-US. >>> For more options, visit https://groups.google.com/groups/opt_out. >>> >>> >>> >> >> -- >> You received this message because you are subscribed to the Google Groups >> "sympy" group. >> To unsubscribe from this group and stop receiving emails from it, send an >> email to [email protected]. >> To post to this group, send email to [email protected]. >> Visit this group at http://groups.google.com/group/sympy?hl=en-US. >> For more options, visit https://groups.google.com/groups/opt_out. >> >> >> > > -- You received this message because you are subscribed to the Google Groups "sympy" group. 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