Embedded Files
Métodos computacionales para demostrar identidades combinatorias
Métodos computacionales para demostrar identidades combinatorias.
with F. Velandia*.
Lecturas Matemáticas, 43(2)(2022), 73-88. (pdf)
Los resultados de este artículo están basados en las librerias del RISCApplications:Catalan identities for generalized Fibonacci polynomials
with M.Díaz, R. Flórez, and M. Romero.
Fibonacci Quarterly, 62(2)(2024), 100-111. (web)
Fibonacci Word and Its Generalization
Properties and Generalizations of the Fibonacci Word Fractal. Exploring Fractal Curves.
Description: This package implements some combinatorial properties of the Fibonacci word and generalizations that can be generated from the iteration of a morphism between languages. notebook
J. L. Ramírez, G. Rubiano. Biperiodic Fibonacci word and its fractal curve. Acta Polytechnica, 55(1) (2015), 50-58. (web, pdf)
R. De Castro, J. L. Ramírez, G. Rubiano. A generalization of the Fibonacci word fractal and the Fibonacci snowflake, Theoretical Computer Science, 528 (2014), 40-56. (web)J. L. Ramírez, G. Rubiano. On the k-Fibonacci words. Acta Universitatis Sapientiae Informatica, 5(2)(2013), 212-226. (pdf)J. L. Ramírez, G. Rubiano. Generación de curvas fractales a partir de homomorfismos entre lenguajes [con Mathematica®] Revista Integración, 30(2) (2012), 129-150. (pdf, web)
Inversive Geometry
Description: This code implements some properties of the generalized inversion.
- Generating fractal patterns by using p-circle inversion
- Inversions in an Ellipse.
- A geometrical construction of inverse points with respect to an ellipse
- Elliptic inversion of two-dimensional objects [a graphical point of view with Mathematica] .
Page updated
Google Sites
Report abuse