Solve a set of non linear Equations on Galois Field M 1 = y 1...
Solve a set of non linear Equations on Galois Field
, are known and they are chosen from a . I want to find I ll restate my question. Someone chose three distinct , as well as , then computed , and finally revealed , but not to us.All the variables are chosen from a Galois Field.
I want to recover the unknown . Is it possible to accomplish that?
If a set of nonlinear equations have been constructed with the aforementioned procedure e.g.
where are the unknown GF elements. Can I recover the unknown elements?
My question was if the fact that the set of equations is defined on a Galois Field imposes any difficulties to find its solution.
If not I suppose that the set can be solved. Is this true?