Back to Forum  View unanswered posts  View active topics
Topic review  Vector space and it s elements 
Author 
Message 


Post subject: 
Re: Vector space and it s elements 


Since it doesnt seem possible to do so, is there a way to calculate the minimal polynomial of let s say x over K(x^2) in singular?
Since it doesnt seem possible to do so, is there a way to calculate the minimal polynomial of let s say x over K(x^2) in singular?




Posted: Sat Apr 18, 2015 1:22 pm 





Post subject: 
Vector space and it s elements 


Hello,
can u define a vector space in Singular and determine if x is an element of it?
For example take the vector space V=span{x^2,y^2} over a field K and determine if x+y is an element of V.
I really dont know if I m just failing to find the obvious word in the manual.
Thx in advance
Hello,
can u define a vector space in Singular and determine if x is an element of it?
For example take the vector space V=span{x^2,y^2} over a field K and determine if x+y is an element of V.
I really dont know if I m just failing to find the obvious word in the manual.
Thx in advance




Posted: Wed Mar 25, 2015 7:29 pm 





It is currently Tue Nov 20, 2018 1:30 pm
