1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.MG2017
Convex Pentagon Tilings and Heptiamonds, II
Teruhisa Sugimoto, Yoshiaki Araki
In the previous manuscript, new tilings (tessellations) were presented using convex pentagonal tiles belonging to Type 1 and Type 5. The convex pentagon tilings are related to hept…
math.MG2017
Convex Pentagon Tilings and Heptiamonds, I
Teruhisa Sugimoto, Yoshiaki Araki
In 1995, Marjorie Rice discovered an interesting tiling by using convex pentagons. The authors discovered novel properties of the tilings of convex pentagon which Rice used in the…
math.GT2007★ 1 cited
An extension of the Maskit slice for 4-dimensional Kleinian groups
Yoshiaki Araki, Kentaro Ito
Let be a 3-dimensional Kleinian punctured torus group with ccidental parabolic transformations. The deformation space of in the group of Möbius transformations on the 2-sph…