Explores Eulerian circuits through the Königsberg bridges problem, leading to the development of graph theory and topology.
Explores the historical background and properties of regular polyhedra in Euclidean geometry, including the construction of perfect even numbers and the proportionality of arcs and angles.
Explores harmonic ratio in geometry, covering bisectors, harmonic segments, polyhedra, spatial curves, and historical perspectives.
Explores symmetry and boundary conditions in finite element models, emphasizing the importance of maintaining symmetry for accurate modeling.
Explores modern symmetry in geometry, covering transformations, isometries, orientations, and practical applications.
