Recursos y logros

Logros iniciales

• Taller piloto 2025: Geometría visual en 4D

• Desarrollo del paquete CurvatureTools.m para Mathematica

📘 Preprint de Libro

• Trazado de objetos gráficos inmersos en E^n con Mathematica

📝 Publicaciones en journals

• Ipanaqué-Chero, R. (2025). BSplineSolid: Symbolic construction and visualization of rational trivariate solids in Mathematica.SoftwareX (Elsevier).

📝 Publicaciones preprints

• Vilcamiche-Tripul A.Y. (2025). Symbolic and Visual Computation of Mean Curvature Vector Fields in Four-Dimensional Space for Scientific Visualization. Preprints.org

• Ipanaqué-Chero, R. (2025). Symbolic and Visual Computation of Mean Curvature Vector Fields in Four-Dimensional Space for Scientific Visualization. Publicado en SSRN — Open Platform de Elsevier

📝 Publicaciones en proceedings

• Velezmoro-León R. (2025). Simplified Code in Wolfram Language to Project Objects from Four-Dimensional to Three-Dimensional Euclidian Space. Springer Nature Link

• Jiménez-Vilcherrez J.K. (2024). Object Projection from R4 to R3 in Bachelor’s Degree with GeoGebra. Springer Nature Link

• Ipanaqué-Silva R.E. (2024). Calculation and Geometric Interpretation of the Curvatures of Implicit Curves and Surfaces with Mathematica. Springer Nature Link

• Flores-Cordova D.A. (2023). Construction of Torus of Revolution Generated from Epicycloids. Springer Nature Link

• Jiménez-Vilcherrez J.K. (2021). Proof of Some Properties of the Cross Product of Three Vectors in R4 with Mathematica. Springer Nature Link

• Velezmoro-León R. (2021). A Parameterization of the Klein Bottle by Isometric Transformations in with Mathematica. Springer Nature Link

• Velezmoro-León R. (2021). Construction of Polyhedra Whose Vertices are Points on Curve Which Lying on Lemniscatic Torus with Mathematica. Springer Nature Link

• Jiménez-Vilcherrez J.K. (2021). Calculation of the Differential Geometry of the Intersection of Implicit Hypersurfaces in R4 with Mathematica. Springer Nature Link

• Anto L.A. (2020). A Mathematica Package for Plotting Implicitly Defined Hypersurfaces in R4. Springer Nature Link

• Sobrino E.E. (2020). New Package in Maxima to Build Axonometric Projections from R4 to R3 and Visualize Objects Immersed in R4. Springer Nature Link

• Velezmoro R. (2019). A Mathematica Package for Visualizing Objects Inmersed in R4. Springer Nature Link

• Iglesias A. (2007). Symbolic manipulation of bspline basis functions with Mathematica. Springer Nature Link

• Ipanaqué R. (2005). A Mathematica package for computing and visualizing the Gauss map of surfaces. Springer Nature Link

Recursos

• Código fuente en Mathematica, Python, etc: