On Commutative Semigroups of Polynomials with Respect to Composition.
On group-permutation polynomials
On permutation polynomials over finite fields.
On polynomials with flat squares
On reducible trinomials [Book]
On Relations Between Zeros of Galois Polynomials.
On the coefficients of the -th transformation polynomial for j(ω)
On the Galois group of the generalized Fibonacci polynomial.
On the greatest common divisor of two univariate polynomials, II
On the irreducibility of 0,1-polynomials of the form f(x)xⁿ + g(x)
If f(x) and g(x) are relatively prime polynomials in ℤ[x] satisfying certain conditions arising from a theorem of Capelli and if n is an integer > N for some sufficiently large N, then the non-reciprocal part of f(x)xⁿ + g(x) is either identically ±1 or is irreducible over the rationals. This result follows from work of Schinzel in 1965. We show here that under the conditions that f(x) and g(x) are relatively prime 0,1-polynomials (so each coefficient is either 0 or 1) and f(0) = g(0) = 1, one...
On the number of terms of a power of a polynomial
On the reducibility type of trinomials
On trinominals of type x...+Ax...+1.