Can the implementation of finite field in Sympy with reference to nzmath be a project that can be done for SoC?? Thanks.
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]. 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