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51

Groups of Prime Power Order 4 || § 172 On 2-groups with small centralizers of elements

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 90 KB

english, 2015

52

De Gruyter Expositions in Mathematics 56 () || §132 On centralizers of elements in p-groups

Berkovich, Yakov, Janko, Zvonimir

Year:

2011

Language:

english

File:

PDF, 124 KB

english, 2011

53

Groups of Prime Power Order 4 || § 147 p-groups with exactly two sizes of conjugate classes

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 94 KB

english, 2015

54

Groups of Prime Power Order 4 || § 159 2-groups all of whose cyclic subgroups A, B with A ∩ B ≠ {1} generate an abelian subgroup

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 196 KB

english, 2015

55

Groups of Prime Power Order 4 || § 153 Some generalizations of 2-central 2-groups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 97 KB

english, 2015

56

Groups of Prime Power Order 4 || § 152 p-central p-groups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 107 KB

english, 2015

57

Groups of Prime Power Order 4 || Contents

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 56 KB

english, 2015

58

Groups of Prime Power Order 4 || § 145 p-groups all of whose maximal subgroups, except one, have derived subgroup of order ≤ p

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 146 KB

english, 2015

59

Groups of Prime Power Order 4 || § 158 On extraspecial normal subgroups of p-groups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 104 KB

english, 2015

60

Groups of Prime Power Order 4 || § 150 The exponents of finite p-groups and their automorphism groups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 87 KB

english, 2015

61

Groups of Prime Power Order 4 || § 162 The centralizer equality subgroup in a p-group

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 114 KB

english, 2015

62

Groups of Prime Power Order 4 || § 154 Metacyclic p-groups covered by minimal nonabelian subgroups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 105 KB

english, 2015

63

Groups of Prime Power Order 4 || § 155 A new type of Thompson subgroup

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 96 KB

english, 2015

64

Groups of Prime Power Order 4 || § 149 p-groups with many minimal nonabelian subgroups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 151 KB

english, 2015

65

Groups of Prime Power Order 4 || § 161 p-groups where all subgroups not contained in the Frattini subgroup are quasinormal

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 137 KB

english, 2015

66

Groups of Prime Power Order 4 || § 148 Maximal abelian and minimal nonabelian subgroups of some finite two-generator p-groups especially metacyclic

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 339 KB

english, 2015

67

Groups of Prime Power Order 4 || § 160 p-groups, p > 2, all of whose cyclic subgroups A, B with A ∩ B ≠ {1} generate an abelian subgroup

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 120 KB

english, 2015

68

Groups of Prime Power Order 4 || List of definitions and notations

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 119 KB

english, 2015

69

Groups of Prime Power Order 4 || § 156 Minimal number of generators of a p-group, p > 2

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 110 KB

english, 2015

70

Groups of Prime Power Order 4 || § 151 p-groups all of whose nonabelian maximal subgroups have the largest possible center

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 97 KB

english, 2015

71

Groups of Prime Power Order 4 || Frontmatter

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 80 KB

english, 2015

72

De Gruyter Expositions in Mathematics 56 () || Frontmatter

Berkovich, Yakov, Janko, Zvonimir

Year:

2011

Language:

english

File:

PDF, 41 KB

english, 2011

73

Groups of Prime Power Order 4 || Preface

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 80 KB

english, 2015

74

Groups of Prime Power Order 4 || § 157 Some further properties of p-central p-groups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 111 KB

english, 2015

75

Groups of Prime Power Order 4 || § 167 Nonabelian p-groups all of whose nonabelian subgroups contain the Frattini subgroup

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 153 KB

english, 2015

76

Groups of Prime Power Order 4 || § 180 p-groups all of whose noncyclic abelian subgroups are normal

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 135 KB

english, 2015

77

Groups of Prime Power Order 4 || Appendix 47 The holomorph of a cyclic 2-group

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 102 KB

english, 2015

78

Groups of Prime Power Order 4 || Bibliography

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 146 KB

english, 2015

79

Groups of Prime Power Order 5 || § 195. Nonabelian p-groups all of whose subgroups are q-self-dual

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 132 KB

english, 2016

80

Groups of Prime Power Order 5 || § 207. Metacyclic groups of exponent pe with a normal cyclic subgroup of order pe

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 120 KB

english, 2016

81

Groups of Prime Power Order 5 || § 219. On “large” elementary abelian subgroups in p-groups of maximal class

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 119 KB

english, 2016

82

Groups of Prime Power Order 4 || § 174 Classification of p-groups all of whose nonnormal subgroups are cyclic or abelian of type (p, p)

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 184 KB

english, 2015

83

Groups of Prime Power Order 4 || § 186 p-groups in which the intersection of any two distinct conjugate subgroups is either cyclic or abelian of type (p, p)

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 129 KB

english, 2015

84

Groups of Prime Power Order 4 || Appendix 53 p-groups with large abelian subgroups and some related results

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 129 KB

english, 2015

85

Groups of Prime Power Order 5 || List of definitions and notations

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 112 KB

english, 2016

86

Groups of Prime Power Order 5 || § 201. Subgroups of order pp and exponent p in p-groups with an irregular subgroup of maximal class and index > p

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 103 KB

english, 2016

87

Groups of Prime Power Order 5 || § 213. p-groups with A ∩ B being maximal in A or B for any two nonincident subgroups A and B

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 123 KB

english, 2016

88

Groups of Prime Power Order 4 || § 173 Nonabelian p-groups with exactly one noncyclic maximal abelian subgroup

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 106 KB

english, 2015

89

Groups of Prime Power Order 4 || § 185 2-groups in which the intersection of any two distinct conjugate subgroups is either cyclic or of maximal class

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 105 KB

english, 2015

90

Groups of Prime Power Order 4 || Appendix 52 Normal complements for nilpotent Hall subgroups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 146 KB

english, 2015

91

Groups of Prime Power Order 4 || § 166 A characterization of p-groups of class > 2 all of whose proper subgroups are of class ≤ 2

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 107 KB

english, 2015

92

Groups of Prime Power Order 5 || § 200. The nonexistence of p-groups G all of whose minimal nonabelian subgroups intersect Z(G) trivially

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 93 KB

english, 2016

93

Groups of Prime Power Order 4 || § 179 p-groups with the same numbers of subgroups of small indices and orders as in a metacyclic p-group

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 124 KB

english, 2015

94

Groups of Prime Power Order 4 || Appendix 46 On Zsigmondy primes

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 124 KB

english, 2015

95

Groups of Prime Power Order 5 || § 212. Nonabelian p-groups generated by any two nonconjugate maximal abelian subgroups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 78 KB

english, 2016

96

Groups of Prime Power Order 4 || Research problems and themes IV

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 261 KB

english, 2015

97

Groups of Prime Power Order 5 || § 194. p-groups all of whose maximal subgroups, except one, are s-self-dual

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 103 KB

english, 2016

98

Groups of Prime Power Order 5 || § 206. p-groups all of whose minimal nonabelian subgroups are pairwise nonisomorphic

Berkovich, Yakov G., Janko, Zvonimir

Year:

2016

Language:

english

File:

PDF, 111 KB

english, 2016

99

Groups of Prime Power Order 4 || § 170 p-groups with many minimal nonabelian subgroups, 2

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 90 KB

english, 2015

100

Groups of Prime Power Order 4 || § 183 p-groups generated by any two distinct maximal abelian subgroups

Berkovich, Yakov G., Janko, Zvonimir

Year:

2015

Language:

english

File:

PDF, 104 KB

english, 2015