Generating mapping class groups with elements of fixed finite order
J Lanier - Journal of Algebra, 2018 - Elsevier
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Two notes on maps and surface symmetry
TW Tucker - Rigidity and symmetry, 2014 - Springer
The first note of this paper determines for which g the orientable surface of genus g can be
embedded in euclidean 3-space so as to have prismatic, cubical/octahedral, tetrahedral, or …
embedded in euclidean 3-space so as to have prismatic, cubical/octahedral, tetrahedral, or …
[HTML][HTML] Euclidean symmetry of closed surfaces immersed in 3-space
U Leopold, TW Tucker - Topology and its Applications, 2016 - Elsevier
Given a finite group G of orientation-preserving isometries of euclidean 3-space E 3 and a
closed surface S, an immersion f: S→ E 3 is in G-general position if f (S) is invariant under G …
closed surface S, an immersion f: S→ E 3 is in G-general position if f (S) is invariant under G …
A new approach to the genus spectra of abelian p-groups
H Chen, Y Li - Boletín de la Sociedad Matemática Mexicana, 2024 - Springer
Given a finite group G, the genus spetrum sp (G) of G is the set of integers g≥ 0 such that G
can act faithfully on an orientable closed surface of genus g by orientation-preserving …
can act faithfully on an orientable closed surface of genus g by orientation-preserving …
[PDF][PDF] ORIENTATION-REVERSING SYMMETRY OF CLOSED SURFACES IMMERSED IN EUCLIDEAN 3-SPACE
U LEOPOLD, TW TUCKER - researchgate.net
Given a finite group G isometries of euclidean 3-space E 3 and a closed surface S, an
immersion f: S→ E3 is in G-general position if f (S) is invariant under G, points of S have disk …
immersion f: S→ E3 is in G-general position if f (S) is invariant under G, points of S have disk …
Finite symmetries of surfaces of -groups of co-class 1
S Sarkar - Journal of Algebra and Its Applications, 2023 - World Scientific
The genus spectrum of a finite group G is a set of integers g≥ 2 such that G acts on a closed
orientable compact surface Σ g of genus g preserving the orientation. In this paper, we …
orientable compact surface Σ g of genus g preserving the orientation. In this paper, we …
Enumeration problems on symmetries of riemann surfaces
CA Camacho - 2019 - ir.library.oregonstate.edu
We describe two combinatorial problems in the theory of automorphism groups of compact
Riemann surfaces of genus two or greater: enumerate the topological actions of a finite …
Riemann surfaces of genus two or greater: enumerate the topological actions of a finite …
J. Adv. Math. Stud.
S DAVIS - fairpartners.ro
J. Adv. Math. Stud. Page 1 J. Adv. Math. Stud. Vol. 16(2023), No. 3, 342-349 http://journal.fairpartners.ro
THE TOTIENT PROBLEM SIMON DAVIS Abstract. A solution to the totient problem is given. It …
THE TOTIENT PROBLEM SIMON DAVIS Abstract. A solution to the totient problem is given. It …
On Finite Groups of Symmetries of Surfaces
J Müller, S Sarkar - arXiv preprint arXiv:1308.3180, 2013 - arxiv.org
The genus spectrum of a finite group $ G $ is the set of all $ g\geq 2$ such that $ G $ acts
faithfully and orientation-preserving on a closed compact orientable surface of genus $ g …
faithfully and orientation-preserving on a closed compact orientable surface of genus $ g …
Non-genera of curves with automorphisms in characteristic p
DB Glass - 2012 - cupola.gettysburg.edu
"Non-Genera of Curves With Automorphisms in Characteristic P" by Darren B. Glass Home
Search Browse Collection My Account About DC Network Digital Commons Network™ Skip to …
Search Browse Collection My Account About DC Network Digital Commons Network™ Skip to …