Contents
Geometry and geometric ideas
Isometries in Euclidean vector spaces and their classification in Rn
The conic sections in the Euclidean plane
Special groups of planar isometries
Graph theory and platonic solids
Linear fractional transformation and planar hyperbolic geometry
Combinatorics and combinatorial problems
Finite probability theory and Bayesian analysis
Boolean lattices, Boolean algebras and Stone’s theorem
B. Fine, A. Gaglione, A. Moldenhauer, G. Rosenberger, D. Spellman.