REMARKS ON THE GAP SET OF R = K + C
Nesrin Tutaş · Bulletin of the Korean Mathematical Society · 2010
$\tilde{G}(P,\;Q)$ , a new generalization of the set of gap numbers of a pair of points, was described in [1]. Here we study gap numbers of local subring $R\;=\;\cal{K}\;+\;C$ of algebraic function field over a finite field and we give a formula for the number of elements of $\tilde{G}(P,\;Q)$ depending on pure gaps and R.