Hello could you please tell me how can I compute the remainder on division of the given polynomial f by the order set F using grlex order in sage? thank you f= x^y^2+x^3y^2-y+1 F=(x*y^2-x , x-y^3)
![]() | 1 | initial version |
Hello could you please tell me how can I compute the remainder on division of the given polynomial f by the order set F using grlex order in sage? thank you f= x^y^2+x^3y^2-y+1 F=(x*y^2-x , x-y^3)
![]() | 2 | No.2 Revision |
Hello could you please tell me how can I compute the remainder on division of the given polynomial f by the order set F using grlex order in sage? thank you f= x^y^2+x^3y^2-y+1 F=(x*y^2-x , x-y^3)
![]() | 3 | No.3 Revision |
Hello
could you please tell me how can I compute the remainder on division of the given polynomial f by the order set F using grlex order in sage? thank you
you
f= x^y^2+x^3y^2-y+1 x^*y^2+x^3*y^2-y+1
F=(x*y^2-x , x-y^3)x-y^3)
![]() | 4 | No.4 Revision |
Hello could you please tell me how can I compute the remainder on division of the given polynomial f by the order set F using grlex order in sage? thank you
f= x^*y^2+x^3*y^2-y+1
x*y^2+x^3*y^2-y+1
F=(x*y^2-x , x-y^3)