References
- Grünbaum B. Arrangements and Spreads CBMS Reg. Conf. Ser. Math. vol. 10 (1972) American Mathematical Society. Providence, R.I.. iv+114.
- Grünbaum B. Convex Polytopes Pure and Applied Mathematics vol. 16 (1967) Wiley Interscience. New York. xiv+456.
- Stanley R.P. An introduction to hyperplane arrangements Geometric Combinatorics IAS/Park City Math. Ser. vol. 13 (2007) Amer. Math. Soc.. Providence, RI. 389–496.
- Zaslavsky T. Facing up to arrangements: face-count formulas for partitions of space by hyperplanes Mem. Amer. Math. Soc. 1 1 Special Issue: Special Issue: International Conference on Discrete Mathematics 1975 154
- Zaslavsky T. A combinatorial analysis of topological dissections Adv. Math. 25 3 1977 267 285
- Ehrenborg R. Readdy M. Slone M. Affine and toric hyperplane arrangements Discrete Comput. Geom. 41 4 2009 481 512
- Lawrence J. Enumeration in torus arrangements European J. Combin. 32 6 2011 870 881
- Deshpande P. On a generalization of Zaslavsky’s theorem for hyperplane arrangements Ann. Comb. 18 1 Special Issue: Special Issue: International Conference on Discrete Mathematics 2014 35 55
- Shnurnikov I.N. On the number of regions formed by sets of closed geodesics on flat surfaces Mat. Zametki 90 4 2011 637 640
- I. Shnurnikov, On the number of connected components of complements to arrangements of subtori http://arxiv:1412.8722 [math.AT].
- K. Chandrashekhar, P. Deshpande, Face enumeration for line arrangements in a 2-torus http://arxiv:1404.1665 [math.CO].
- Stanley R.P. Enumerative Combinatorics. Volume 1 Cambridge Studies in Advanced Mathematics vol. 49 (1997) Cambridge University Press. Cambridge. xiv+626.
- Humphreys J.E. Reflection Groups and Coxeter Groups Cambridge Studies in Advanced Mathematics vol. 29 (1990) Cambridge University Press. Cambridge. xii+204.
- Klee V. A combinatorial analogue of Poincaré’s duality theorem Canad. J. Math. 16 1964 517 531
- Kozlov D. Combinatorial Algebraic Topology Algorithms and Computation in Mathematics vol. 21 (2008) Springer. Berlin. xx+389.
- Brenti F. Welker V. f-vectors of barycentric subdivisions Math. Z. 259 4 2008 849 865