1 |
Subgroups which are a Union of Conjugacy Classes
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[
H.Sahraei
] /
M.Sc. thesis, University of Kashan
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2 |
/
[
Wujie Shi;Zhe-Xian Wan(ed.);Sheng-Ming Shi(ed.)
] /
The Quantitative Structure of Groups and Related Topics
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3 |
Subgroups which are the union of three conjugate classes
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[
M.Shahryari;M.A.Shahabi
] /
J. Algebra
DOI
ScienceOn
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4 |
A special class of normal subgroups(Chinese)
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[
Jing Wang
] /
J. Chengdu University of Science and Technology
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5 |
Subgroups which are the union of four conjugacy classes
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[
Udo Riese;M.A.Shahabi
] /
Comm. Algebra
DOI
ScienceOn
|
6 |
A class of special finite groups
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[
Wujie Shi;C.Yang
] /
Chinese Sci. Bull.
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7 |
A Course in the Theory of Groups
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[
Derek J. S. Robinson
] /
Grad. Texts in Math. (2nd ed.)
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8 |
A class of special minimal normal subgroups(Chinese)
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[
Wujie Shi
] /
J. Southwest Teachers College
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9 |
Subgroups which are a union of a given number of conjugacy classes
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[
A.R.Ashrafi;H.Sahraei
] /
London Math. Soc. Lecture Note Ser.
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10 |
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[
J.H.Conway;R.T.Curtis;S.P.Norton;R.A.Parker;R.A.Wilson
] /
Atlas of Finite Groups
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11 |
Subgroups which are the union of two conjugacy classes
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[
M.Shahryari;M.A.Shahabi
] /
Bull, Iranian Math. Soc.
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12 |
/
[
B.Huppert
] /
Endliche Gruppen
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13 |
/
[
A.R.Ashrafi
] /
On Finite Groups Whose Every Normal Subgroup is a Union of a Given Number of Conjugacy Classes
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14 |
An introduction to the theory of groups
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[
J.J.Rotman
] /
Grad. Texts in Math.
|
15 |
GAP, Groups, Algorithms and Programming
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[
M.Schonert(et al.)
] /
Lehrstuhl De fur Mathematik
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16 |
A new characterization of <TEX>$A_5$</TEX> and the finite groups in which every non-identity element has prime order(Chinese)
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[
Wujie Shi;Wenze Yang
] /
J. Southwest Teachers College
|
17 |
On Finite Groups Whose Every Normal Subgroup is a Union of the Same Number of Conjugacy Classes
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[
A.R.Ashrafi;H.Sahraei
] /
Vietnam J. Math.
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18 |
On n-Decomposable Finite Groups
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[
A.R.Ashrafi;Y.Zhao
] /
Math. Slovaca
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