ON FINITE p-GROUPS OF ODD ORDER WITH MANY SUBGROUPS 2-SUBNORMAL

REFERENCES

• Heineken , H. 1971 . A class of 3-Engel groups . J. Algebra , 17 : 341 – 345 .
   Web of Science ®Google Scholar
• Hobby , C. 1968 . Finite groups with normal normalizer . Canad. J. Math. , 20 : 1256 – 1260 .
   Web of Science ®Google Scholar
• Levi , F.W. 1942 . Groups in which the commutator operation satisfies certain algebraic conditions . J. Indian Math. Soc., Ser. , 24 : 88 – 98 .
   Google Scholar
• Mahdavianary , S. K. 1983 . A special class of three-Engel groups . Arch. Math. , 40 : 193 – 199 .
   Web of Science ®Google Scholar
• Mahdavianary , S. K. 1984 . A classification of 2-generator p-groups, p ≥ 3, with many subgroups 2-subnormal . Arch. Math. , 43 : 97 – 107 .
   Web of Science ®Google Scholar
• Mahdavi , K. 1987 . A Classification of 2-Generator 2-Groups with Many Subgroups 2-Subnormal . Communications in Algebra , 15 ( 4 ) : 713 – 750 .
   Web of Science ®Google Scholar
• Ormerod , E. A. 1991 . Groups of Wielandt length two . Math. Proc. Camb. Phil. Soc. , 110 : 229 – 244 .
   Web of Science ®Google Scholar
• Robinson D.J.S. , A Course in the Theory of Groups , Springer-Verlag 1982
   Google Scholar
• Stadelmann M. , Gruppen mit vielen Subnormalteilern vom Defekt zwei , Dissertation , Würzburg 1976 .
   Google Scholar