ok if you
insist...this
is the problem
(use Latex to
see clearly the
encoded
word)...
For n>=0,
let
$P(z)\in\math
frak{L}_n=\dis
playstyle\{P(z
)=\sum_{i=0}^n
a_iz^i:a_i\in
{\pm\}~\mbo
x{and}~z=e^{i\
theta}\}$.
Then
$$\displaystyl
e\frac{1}{2^{n
+1}}\sum_{P\i
n\mathfrak{L}_
n}\frac{1}{2\
pi}\int_0^{2\
pi}\leftP(z)
right^2P(\ov
erline{z})^2~d
theta=?.$$
Note: The
answer is a
function of
$n$. Also, one
can use any
kind of
programming.
