## A note on composed products of polynomials over finite fieldsStichtenoth, Henning (2014) Full text not available from this repository. Official URL: http://dx.doi.org/10.1007/s10623-013-9808-5 ## AbstractBrawley and Carlitz introduced the method of composed products in order to construct irreducible polynomials of large degree from polynomials of lower degree. A basic ingredient of their construction is a binary operation on a subset G⊆Fˉq having certain properties. In this paper we classify all such binary operations when |G|=∞ (which is the most interesting case) and show that field addition and field multiplication are essentially the only such operations.
Repository Staff Only: item control page |