MathGroup Archive 2006

[Date Index] [Thread Index] [Author Index]

Search the Archive

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 



  • Prev by Date: netCDF Import to Mathematica, perhaps via HDF or HDF5 file
  • Next by Date: Re: Simplifying algebraic expressions
  • Previous by thread: netCDF Import to Mathematica, perhaps via HDF or HDF5 file
  • Next by thread: Re: how to iterate