v-adic Zeta Functions, L-series and Measures for Function Fields.
Value sets of functions over finite fields
Values of linear recurring sequences of vectors over finite fields
Variations on a question concerning the degrees of divisors of
In this paper, we examine a natural question concerning the divisors of the polynomial : “How often does have a divisor of every degree between and ?” In a previous paper, we considered the situation when is factored in . In this paper, we replace with , where is an arbitrary-but-fixed prime. We also consider those where this condition holds for all .
Varieties of small degree over finite fields.