In this paper, the notion of fuzzy open hereditarily irresolvability of fuzzy topological spaces is characterized by means of fuzzy simply$^{\ast}$-open sets, fuzzy B$^{\ast}$-sets and fuzzy pre-open sets possessing fuzzy Baire property. A condition for fuzzy open hereditarily irresolvable spaces to become fuzzy quasi-submaximal spaces is obtained. Also conditions under which fuzzy D-Baire spaces and fuzzy semi-P-spaces become fuzzy open hereditarily irresolvable spaces are obtained. A condition under which fuzzy open hereditarily irresolvability coincides with fuzzy strong irresolvability of fuzzy topological spaces is obtained.