Vertex connectivity of the power graph of a finite cyclic group II (vol 19, 2050040, 2020)

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Vertex connectivity of the power graph of a finite cyclic group II (vol 19, 2050040, 2020)

机译：有限循环组II电源图的顶点连接（Vol 19,2050040,2020）

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We retract [1, Lemma 3.4] as the statement is incorrect. In consequence, we correct the statements of Theorems 1.2 and 4.5 and their proofs.

机译：我们收回[1，LEMMA 3.4]作为声明不正确。因此，我们纠正了定理1.2和4.5的陈述及其证明。

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《Journal of algebra and its applications》 |2020年第2期|共2页
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正文语种 eng
中图分类代数、数论、组合理论;
关键词
Power graph; vertex connectivity; cyclic group; Euler's totient function;

机译：电源图;顶点连接;循环组;欧拉的函数;

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专利

1. Vertex connectivity of the power graph of a finite cyclic group II (vol 19, 2050040, 2020) [J] . Journal of algebra and its applications . 2020,第2期

机译：有限循环组II电源图的顶点连接（Vol 19,2050040,2020）
2. On Cyclic-Vertex Connectivity of -Star Graphs [J] . Yalan Li, Shumin Zhang, Chengfu Ye Mathematical Problems in Engineering: Theory, Methods and Applications . 2021,第a期

机译：关于-Star图形的循环 - 顶点连接
3. Cyclic vertex-connectivity of Cartesian product graphs [J] . Qin Dejin, Tian Yingzhi, Chen Laihuan, Parallel algorithms and applications . 2020,第1a2期

机译：Cartesian产品图的循环顶点连接
4. Cyclic Vertex Connectivity of Star Graphs [C] . Zhihua Yu, Qinghai Liu, Zhao Zhang Combinatorial optimization and applications . 2010

机译：星图的循环顶点连通性
5. Dimensional Asymptotics for Norms of Maximal Averaging Operators on Cartesian Powers of Finite Graphs. [D] . Greenblatt, Jordan Schor. 2016

机译：有限图的笛卡尔幂上的最大平均算子范数的尺寸渐近性。
6. Reflections as 2020 comes to an end: the editing and educational environment during the COVID-19 pandemic the power of Scopus and Web of Science in scholarly publishing journal statistics and appreciation to reviewers and volunteers [O] . Sun Huh 2020

机译：思考到2020年结束：Covid-19大流行期间的编辑和教育环境学术出版社和学术出版社的科学势力日记统计和审查者和志愿者的欣赏
7. Erratum: Vertex connectivity of the power graph of a finite cyclic group II [O] . Sriparna Chattopadhyay, Kamal Lochan Patra, Binod Kumar Sahoo 2019

机译：错误：有限循环组II的电源图的顶点连接

Vertex connectivity of the power graph of a finite cyclic group II (vol 19, 2050040, 2020)

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