Two notions of fuzzy syntopogeny have been introduced for the framewor
k FNS of fuzzy neighbourhood spaces: one by Katsaras and the other by
Mashhour, Morsi and El-Tantawy. We identify a property that holds in a
ll the special types of interest from Katsaras' fuzzy topogenous order
s, and we call it structure A. We show that the Katsaras' fuzzy topoge
nous orders of structure A are completely determined by their behaviou
r on ordinary subsets. We then establish natural bijections between th
em and the saturated N. topogenous orders of Mashhour et al. Those bij
ections are related to Flushoh's ideas on fuzzy filters.