Fuzzy Subgroups Having the Property (*). - Jae-Gyeom Kim (Inf. Sci., 1994)

Fuzzy orders relative to fuzzy subgroups. - Jae-Gyeom Kim (Inf. Sci., 1994)

A Characterization of Fuzzy Subgroups of Some Abelian Groups. - Jae-Gyeom Kim; Han-Doo Kim (Inf. Sci., 1994)

Commutative Fuzzy Sets and Nilpotent Fuzzy Groups. - Jae-Gyeom Kim (Inf. Sci., 1995)

Commutative L-sets and nilpotent TL-groups. - Jae-Gyeom Kim (Fuzzy Sets Syst., 1996)

Lattices of Fuzzy Subgroupoids, Fuzzy Submonoids, and Fuzzy Subgroups. - Jae-Gyeom Kim (Inf. Sci., 1996)

Join-Reducibility of Fuzzy Subgroups. - Jae-Gyeom Kim (Inf. Sci., 1996)

Meet-reducibility of fuzzy subgroups. - Jae-Gyeom Kim (Fuzzy Sets Syst., 1997)

Redefined sup-min product of fuzzy subsets and join of fuzzy subgroups. - Jae-Gyeom Kim (Fuzzy Sets Syst., 1997)

Some characterizations of fuzzy subgroups. - Jae-Gyeom Kim (Fuzzy Sets Syst., 1997)

Structure of a lattice of fuzzy subgroups. - Jae-Gyeom Kim; Sung Jin Cho 001 (Fuzzy Sets Syst., 1997)

Products of T-generalized state machines and T-generalized transformation semigroups. - Youn-Hee Kim; Jae-Gyeom Kim; Sung Jin Cho 001 (Fuzzy Sets Syst., 1998)

T-fuzzy semiautomata over finite groups. - Sung Jin Cho 001; Jae-Gyeom Kim; SeokTae Kim (Fuzzy Sets Syst., 1999)

Some characterizations of fuzzy subgroups: Via fuzzy p*-subsets and fuzzy p*-subgroups. - Jae-Gyeom Kim; Han-Doo Kim (Fuzzy Sets Syst., 1999)

TL-subgroups having the property (*). - Han-Doo Kim; Youn-Hee Kim; Jae-Gyeom Kim (Fuzzy Sets Syst., 1999)

Decompositions of T-generalized transformation semigroups. - Sung Jin Cho 001; Jae-Gyeom Kim; Woon-Seek Lee (Fuzzy Sets Syst., 2001)