Papers and Preprints

17.  Ángel Cano, Inti Cruz Díaz & Camilo Ramírez Maluendas. Invariant Geometry on Symmetric squares of Greenian Riemann surfaces. Under Review.

16. Salomón Domínguez; Fernando José Mariné Osorio & Camilo Ramírez Maluendas. Who is being left behind in the digital transformation? Evidence of a reverse gender gap in financial inclusion in Mexico. Under Review.

15.  Camilo Ramírez Maluendas. Zero Sets of Holomorphic Functions and the Spotted Loch Ness Monster. Under review.

14.  Nate Fisher & Camilo Ramírez Maluendas. Stratification and realization of singularity data on the Loch Ness monster.  Under review.

13. John Arredondo; Saúl Quispe & Camilo Ramírez Maluendas. On the fiber product over infinite-genus Riemann surfaces.  Annales Fennici Mathematici. Volumen 51, 2026, 127–144. https://doi.org/10.54330/afm.179733 

12.  Cristián López Morales & Camilo Ramírez Maluendas. On the Cauchy Integral Theorem and Polish spaces. New Zealand Journal of Mathematics, Volume 56 (2025), 45-51. https://doi.org/10.53733/422 

11.  Camilo Ramírez Maluendas. "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. Camilo Ramíerez Maluendas. On the ends of groups and the Veech groups of infinite-genus surfaces. Mathematical Communications, Vol 30, No 1, pp. 85-105 (2025).

9. John Arredondo; Israel Morales & Camilo Ramírez Maluendas.  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. Yasmina Atarihuana; Juan García; Rubén A. Hidalgo; Saúl Quispe & Camilo Ramírez Maluendas. 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. John Arredondo; Camilo Ramírez Maluendas & 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. John Arredondo & Camilo Ramírez Maluendas. Geometry Schotty groups and non compact hyperbolic surface with infinite genus. Differential Geometry and its Applications. Volume 76, June 2021, 101752.   pdf. 

5. John Arredondo & Camilo Ramírez Maluendas. 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. John Arredondo & Camilo Ramírez Maluendas. On the Infinite Loch Ness Monster. Commentationes Mathematicae Universitatis Carolinae 58 (2017), no. 4 p.465 - 479. pdf.

3. John Arredondo; Camilo Ramírez Maluendas & Ferrán Valdez. On the topolgy of infinite regular and chiral maps. Discrete Mathematics. 340 (2017), no. 6 p.1180 - 1186.  pdf.

2. Camilo Ramírez Maluendas & Ferrán Valdez. Veech group of infinite-genus surfaces.  Algebraic and Geometric Topology. 17  (2017) , no. 1 p.529 - 560. pdf.

1. Thierry Coulbois; Daniel Pellicer; Miguel Raggi; Camilo Ramírez Maluendas; Ferrán Valdez.  The topology of the minimal regular covers of the Archimedean tesselations.  Advances in Geometry 15 (2015) no. 1 p. 77-91. pdf.