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Pi1
science forum beginner

Joined: 20 Jul 2005
Posts: 25

Posted: Thu Jun 01, 2006 2:04 pm    Post subject: p-th power of quartic polynom of the n variables

I am looking for general formula of the polynom coeficients, which
corresponds to the p-th (integer) power of the quartic polynom of n
variables,
Q(n,x) = a_ijkl*x_i*x_j*x_k*x_l + b_ijk*x_i*x_j*x_k + c_ij*x_i*x_j + d_i*x_i
+ e
where Eisntein sumation convetion is apllied, i,j,k,l = 1, ..., n (n ...
number of variables), a,b,c,d and e are real (or integer) coeficients

I am looking for analytic expresions of the coeficients correponding to the
expanded Q^p, where p is integer power.

Michal Kvasnicka
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