REPRESENTING AN ELEMENT IN AS THE SUM OF TWO IRREDUCIBLES
Andreas O. Bender · Mathematika · 2013
A monic polynomial in of degree over a finite field of odd characteristic can be written as the sum of two irreducible monic elements in of degrees and if is larger than a bound depending only on . The main tool is a sufficient condition for simultaneous primality of two polynomials in one variable with coefficients in .