Introduction to arrangements -- Part I. How to count the faces of an arrangement of hyperplanes -- First facts about arrangements -- The main theorems -- Quick proofs (Eulerian method) -- The long proofs (Tutte-Grothendieck method) -- A collocation of corollaries -- Points and zonotopes Part II. A study of Euclidean arrangements with particular reference to bounded faces -- The beta theorem -- The central decomposition -- 9. The dimension of the bounded space
Notes
"Volume 1, issue 1."
Substantially the author's thesis, Massachusetts Institute of Technology
