We determine the maximum order E-g of finite groups G acting on the closed surface Sigma(g) of genus g which extends over (S-3, Sigma(g)) for all possible embeddings Sigma(g) curved right arrow S-3, where g > 1.National Natural Science Foundation of China [11371034]SCI(E)中国科技核心期刊(ISTIC)中国科学引文数据库(CSCD)ARTICLEwaxlight@sohu.com; wangsc@math.pku.edu.cn; zym534685421@126.com154-683
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We consider finite group actions on the 3-sphere which leave invariant a finite embedded graph, of ...
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We consider finite group actions on the 3-sphere which leave invariant a finite embedded graph, of ...
AbstractIn this paper, we determine the maximum orders of periodic maps on closed surfaces. For the ...
We restrict our discussion to the orientable category. For g > 1, let OEg be the maximum order of...
Let OEg (resp. CEg and AE(g)) and resp. OEgo be the maximum order of finite (resp. cyclic and abelia...
We determine the maximum order of cyclic group actions on the pair (T-3, Sigma(g)) among all embeddi...
The symmetries of surfaces which can be embedded into the symmetries of the 3-dimensional Euclidean ...
The order of a finite group of diffeomorphisms of a compact bordered surface of algebraic genus g >...
We give the maximum orders of finite group actions on Euclidean 3-space which leave invariant an emb...
We determine the maximal orders of finite groups acting on the 3-sphere and leave invariant a surfa...
We determine the maximum orders of finite group actions on the 3-sphere which leave invariant a clos...
For each orientation-preserving nite group action on the closed orientable surface of genus 2, we ...
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For each orientation-preserving nite group action on the closed orientable surface of genus 2, we ...
In this paper, we determine the maximum orders of periodic maps on closed surfaces. For the orienta...
Abstract. The maximum number of vertices in a graph of maximum degree ∆ ≥ 3 and fixed diameter k ≥ ...
We consider finite group actions on the 3-sphere which leave invariant a finite embedded graph, of ...
AbstractIn this paper, we determine the maximum orders of periodic maps on closed surfaces. For the ...