So I'm using this command chain to generate the zeros for t of the given function:
g := (eval(1-d*t+m*t^2-n*t^3+p*t^4-n*t^5+m*t^6-d*t^7+t^8,{d=0,m=-1,n=-1,p=1})): solve(g,t): evalf(%);
I am try to figure out a way to generate the zeros for a range of coefficient values (e.g. p=-5..5), and have Maple return the zeros for all those different values. Does anyone know if this is possible to do?
So, I'm trying to find a math forum in which to post this question. Help me!
Now to way for two days while it tries all 22,000,000 cases.
g := (eval(1-d*t+m*t^2-n*t^3+p*t^4-n*t^5+m*t^6-d*t^7+t^8,{d=0,m=-1,n=-1,p=1})): solve(g,t): evalf(%);
I am try to figure out a way to generate the zeros for a range of coefficient values (e.g. p=-5..5), and have Maple return the zeros for all those different values. Does anyone know if this is possible to do?
So, I'm trying to find a math forum in which to post this question. Help me!
Now to way for two days while it tries all 22,000,000 cases.