Sommaire du Fascicule no. 1

Dirac's Principle of Mathematical Beauty, Mathematics of Harmony and "Golden" Scientific Revolution
What Became of the Controversial Fourteenth Archimedean Solid, the Pseudo Rhomb-Cuboctahedron

Sommaire du Fascicule no. 2

The Self-Similarity of the Josephus Problem and its Variants
Decorative Knotting Using Trigonometric Parametrizations.
Platonic and Catalan Polyhedra as Archetypes of Forms Belonging to the Cubic and Icosahedral Systems

Sommaire du Fascicule no. 3

Octagonal Knotworks. A Mathematical Approach
Combinatorial Games and Beautiful Graphs Produced by Them
Dissection of the Rhomb-icosidodecahedron in Elementary Regular-faced Polyhedra and Subsequent Reassembly Leading to a Set of Johnson's Polyhedra
Collection of Forms Resulting from All the Combinations of the Platonic and Catalan Polyhedra Which Characterize the m35 Icosahedral Point Group

Sommaire du Fascicule no. 4

Curious Properties of Reiterated Processes and Beautiful Graphs made by them
Collection of the couples of archetypal compound forms which are different in the 2 3 5 and m 3 5 icosahedral point groups