R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
|   | 1 |  initial version  | 
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
This is not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
This is I tried like below , but not working for me
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
Currently I am hardcoding the variables like below
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
Currently I am hardcoding the variables like below
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
I want to construct variables from an array of strings and then pass to IntegerModRing
Currently I am hardcoding the variables like below
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on....
on.... 3^6 , 3^7...
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
I want to construct variables from an array of strings and then pass to IntegerModRing
I want to construct variables from an array of strings and then pass to IntegerModRing
Currently I am hardcoding the variables like below
R.<f1c1,f1c2,f2c1> = IntegerModRing(3^3)[]
R.<f1c1,f1c2,f1c3,f2c1,f3c1> = IntegerModRing(3^4)[]
R.<f1c1,f1c2,f1c3,f1c4,f2c1,f2c2,f3c1,f4c1>
= IntegerModRing(3^5)[]
so on.... 3^6 , 3^7...
I tried like below , but not working for me
xs = ['f1c1','f1c2','f1c3','f1c4','f1c5','f1c6','f2c1','f2c2','f2c3','f3c1','f3c2','f4c1','f5c1','f6c1']
R = IntegerModRing(3^7,names=xs)[]
I want to construct variables from an array of strings and then pass to IntegerModRing
 Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.
 
                
                Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.