13-CRM. Cristián López Morales. On the Cauchy Integral Theorem and Polish spaces. New Zealand Journal of Mathematics, Volume 56 (2025), 45-51. https://doi.org/10.53733/422
12-CRM. John Arredondo, Saúl Quispe. On the fiber product over infinite-genus Riemann surfaces. pdf. Preprint.
11-CRM. "On Veech groups of infinite superelliptic curves" Complex Manifolds, vol. 12, no. 1, 2025, pp. 20250013. https://doi.org/10.1515/coma-2025-0013.
10-CRM. On the ends of groups and the Veech groups of infinite-genus surfaces. Mathematical Communications, Vol 30, No 1, pp. 85-105 (2025).
9-CRM. John Arredondo, Israel Morales. Parabolicty of zero-twist tight flute surfaces and uniformization of the Loch Ness monster. Lobachevskii Journal of Mathematics Volume 43, Issue 1, pp. 10-20 (2022). pdf.
8-CRM, Yasmina Atarihuana, Juan García, Rubén A. Hidalgo, Saúl Quispe. Dessins d'enfants and some holomorphic structures on the Loch Ness Monster. The Quarterly Journal of Mathematics, Volume 73, Issue 1, March 2022, Pages 349-369. pdf.
7-CRM, John Arredondo, Luz Edith Santos Guerrero. Symmetry type graph on 4-orbit maps. Discrete Mathematics, Algorithms and Applications (DMAA) Volume 14, Issue 02. Article No. 2150106. (2022). pdf.
6-CRM, John Arredondo. Geometry Schotty groups and non compact hyperbolic surface with infinite genus. Differential Geometry and its Applications. Volume 76, June 2021, 101752. pdf.
5-CRM, John Arredondo. On Infinitely generated Fuchsian groups of the Loch Ness monster, Cantor tree, the Blooming Cantor tree. Complex Manifolds 7(2020) no. 1 p. 73-92. pdf.
4-CRM, John Arredondo. On the Infinite Loch Ness Monster. Commentationes Mathematicae Universitatis Carolinae 58 (2017), no. 4 p.465 - 479. pdf.
3-CRM, John Arredondo, Ferrán Valdez. On the topolgy of infinite regular and chiral maps. Discrete Mathematics. 340 (2017), no. 6 p.1180 - 1186. pdf.
2-CRM, Ferrán Valdez. Veech group of infinite-genus surfaces. Algebraic and Geometric Topology. 17 (2017) , no. 1 p.529 - 560. pdf.
1-CRM, Thierry Coulbois, Daniel Pellicer, Miguel Raggi, Ferrán Valdez. The topology of the minimal regular covers of the Archimedean tesselations. Advances in Geometry 15 (2015) no. 1 p. 77-91. pdf.