| [1] Dade E C. Sylow-centralizing sections of outer automorphism groups of finite groups are nilpotent. Math Z, 1975, 141: 57–76
[2] Hai J K,Wang Y L. Class-preserving Coleman automorphisms of a finite group with a TI Sylow 2-subgroup. Acta Mathematica Sinica (Chinese Series), 2008, 51: 1115–1118
[3] Hai J K, Wang Y L. Some sufficient conditions for the Coleman outer automorphism group of a finite group being a p′-group. J Math, 2008, 28: 653–658
[4] Hertweck M. Class-preserving automorphisms of finite groups. J Algebra, 2001, 241: 1–26
[5] Hertweck M. Class-preserving Coleman automorphisms of finite groups. Monatash Math, 2002, 136: 1–7
[6] Hertweck M. Local analysis of the normalizer problem. J Pure Appl Algebra, 2001, 163: 259–276
[7] Hertweck M, Kimmerle W. Coleman automorphisms of finite groups. Math Z, 2002, 242: 203-215
[8] Huppert B. Endliche Gruppen I. Berlin: Springer-Verlag, 1967
[9] Jackowski S, Marciniak Z S. Group automorphisms inducing the identity map on cohomology. J Pure Appl Algebra, 1987, 44: 241–250
[10] Sehgal S K. Units in integral group rings. Harlow: Longman Scientific and Technical Press, 1993 |