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Artistic heritage meets GeoGebra
The Mathematical Walks Project
Mathematics Dissemination
From maths to artistic interpretation
Research on History of Art
Discovering maths from art
Artistic heritage meets GeoGebra
Auteur :
Álvaro Martínez Sevilla
Thème :
Mathématiques
a closer view with GeoGebra to research on history of art and mathematics dissemination
Table des matières
The Mathematical Walks Project
Description
Objectives
Directions
Mathematics Dissemination
Visual arithmetics
The use of star polygons for representing sun rays
Vectorial Calculus applied to sculpture
Mathematical model on flowers in a vase
3D model on Mocárabes
From maths to artistic interpretation
Analysis on functionality of archs and lintels
Looking center for pointed and multi centered archs
Modelling to understand baroque lights and shades
The Firsts algorithmic alphabets
Research on History of Art
The pattern construction
The great number at the imperial palace
The window that codifies Pi
Discovering maths from art
New Geometric Locus from a urbanistic problem
New computational geometry problem from a romanic church
Suivant
Description
Nouvelles ressources
Vectors and Components - Trig
Bessel Function
Multiplying 4-Digit by 4-Digit Numbers Using an Area Model
גיליון אלקטרוני להעלאת נתוני בעיה ויצירת גרף בהתאם
Introduction to Matrix Transformations
Découvrir des ressources
math project
Composition of Two Reflections over Two Intersecting Lines Post Quiz 2 Review
function and its derivatives
Variability in Samples: IM Alg2.7.9
Découvrir des Thèmes
Géometrie
Points Spéciaux
Soustraction
Fonctions en Escalier
Volume
