
REFERENCES

Many of the following references refer to combinatorial configurations (A001405) rather than geometrical configurations, but are included here in case they are helpful.
A. Betten and D. Betten, Regular linear spaces, Beitraege zur Algebra und Geometrie, 38 (1997), 111124.
A. Betten and D. Betten, Tactical decompositions and some configurations v_4, J. Geom. 66 (1999), 2741.
A. Betten, G. Brinkmann and T. Pisanski, Counting symmetric configurations v_3, Discrete Appl. Math., 99 (2000), 331338.
Bokowski and Sturmfels, Comput. Synthetic Geom., Lect Notes Math. 1355, p. 41.
CRC Handbook of Combinatorial Designs, 1996, p. 255.
D. Hilbert and S. CohnVossen, Geometry and the Imagination Chelsea, NY, 1952, Ch. 3.
F. Levi, Geometrische Konfigurationen, Hirzel, Leipzig, 1929.
Pisanski, T.; Boben, M.; Marusic, D.; Orbanic, A.; and Graovac, A. The 10cages and derived configurations. Discrete Math. 275 (2004), 265276.
Pisanski, T. and Randic, M., Bridges between Geometry and Graph Theory, in Geometry at Work: Papers in Applied Geometry (Ed. C. A. Gorini), M.A.A., Washington, DC, pp. 174194, 2000.
B. Polster, A Geometrical Picture Book, Springer, 1998, p. 28.
Sturmfels and White, Rational realizations..., in H. Crapo et al. editors, Symbolic Computation in Geometry, IMA preprint, Univ Minn., 1988.
Sturmfels and White, All 11_3 and 12_3 configurations are rational, Aeq. Math., 39 1990 254260.
Von Sterneck, Die Config. 11_3, Monat. f. Math. Phys. 5 325330 1894; Die Config. 12_3, op. cit. 6 223255 1895.
