Abstract
In this paper, new types of separation axioms in supratopological spaces, namely as $gpr^\mu$-separation axioms are introduced and discussed. Several characterizations and consequences of the properties given by these axioms are studied.
Cuvinte cheie
$gpr^\mu$-open sets
$gpr^\mu$-separation axioms
$gpr^\mu$-T_0 space
$gpr^\mu$-T_1 space
$gpr^\mu$-T¬_2 space