For p(jx), you mean?:
P(jx)=(jx)p-1*(jx-1)p...(jx-n)p
I wanted to find an inequality for each abs((jx-q)), but my problem is that since jx is between 0 and n, I don't know the sign of jx-q...
I also tried:
* abs(jx-q)<=q, but this inequality is obviously wrong(for q=5, x=1 and j=11)...
Hi everyone,
Homework Statement
P(X)=Xp-1*(X-1)p*...*(X-n)p
j is an integer between 1 and n;
x a real beatween 0 and 1.
Prove that abs(P(jx))<=(n!)p
Homework Equations
The Attempt at a Solution
I tried to find an inequality for each abs(jx-q) but the problem is that I...
Hi everyone,
I'm studying an exercise and I got stuck. Indeed, I was asked to prove that:
E((1+sqrt(3))(2n+1))=(1+sqrt(3))(2n+1)-(sqrt(3)-1)(2n+1)
and I admit I haven't got a clue how to do it.
Any indication is welcome!
Hi,
We know that if u is a real symetric endomorphism, then u has a real eigenvalue and that u is diagonalizable.
But can we say that u is diagonalizable with only real eigenvalues?
Thanks for all your answers!
I also read a lot of stuff on the internet (amid them Liouville's theorem: even if I didn't understand everything it helped me a lot).
I retained that the coordinates of a phase space are constituted by INDEPENDENT parameters of the system (is that right?).
Thanks...
Homework Statement
Hi everyone.
I'm studying a problem and I need to prove that I have a basis. I tryed a proof and to achieve it I need to show that :
if k divides a*b and also divides a2 +2*b2 Then k divides both a and b.
Homework Equations
I'm not sure what I'm asserting is...
Hi,
I read that the dimension of an attractor is not necessarily an integer. I then tried to compute the dimension of the attractor defined by the system I’m studying but I found two definitions for the dimension: -The capacity dimension;
-The...