Groups of mixed type

[1] Groups of finite Morley rank with strongly embedded subgroups [J]. JOURNAL OF ALGEBRA, 1996, 180 (03) : 778 - 807

[2] ALTINEL T, UNPUB HALL THEOREM O

[3] ALTUNEL T, UNPUB CENTRAL EXTENS

[4] BELEGRADEK OV, 1987, 8 INT C LOG METH PHI, P100

[5] Birkhoff G, 1967, Lattice Theory, V3

[6] BOROVIK A, 1994, P NATO ASI FIN LOC F, P247

[7] Borovik Alexandre, 1994, Oxford Logic Guides, V26

[8] SCHUR-ZASSENHAUS THEOREM REVISITED [J]. JOURNAL OF SYMBOLIC LOGIC, 1994, 59 (01) : 283 - 291

[9] ON THE SCHUR-ZASSENHAUS THEOREM FOR GROUPS OF FINITE MORLEY RANK [J]. JOURNAL OF SYMBOLIC LOGIC, 1992, 57 (04) : 1469 - 1477

[10] BOROVIK AV, 1990, SIMPLE GROUPS FINITE

[1] Groups of finite Morley rank with strongly embedded subgroups [J]. JOURNAL OF ALGEBRA, 1996, 180 (03) : 778 - 807

[2] ALTINEL T, UNPUB HALL THEOREM O

[3] ALTUNEL T, UNPUB CENTRAL EXTENS

[4] BELEGRADEK OV, 1987, 8 INT C LOG METH PHI, P100

[5] Birkhoff G, 1967, Lattice Theory, V3

[6] BOROVIK A, 1994, P NATO ASI FIN LOC F, P247

[7] Borovik Alexandre, 1994, Oxford Logic Guides, V26

[8] SCHUR-ZASSENHAUS THEOREM REVISITED [J]. JOURNAL OF SYMBOLIC LOGIC, 1994, 59 (01) : 283 - 291

[9] ON THE SCHUR-ZASSENHAUS THEOREM FOR GROUPS OF FINITE MORLEY RANK [J]. JOURNAL OF SYMBOLIC LOGIC, 1992, 57 (04) : 1469 - 1477

[10] BOROVIK AV, 1990, SIMPLE GROUPS FINITE