Titlebook: Near Polygons; Bart Bruyn Book 2006Latest edition The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nat

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Slim dense near hexagons,In this chapter, we classify all slim dense near hexagons. This classification is mainly based on the paper [12], which it self was a compilation of the reports

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Slim dense near polygons with a nice chain of convex subpolygons,We give an overview of the theorems which we will prove in this chapter. These results are based on the papers [36], [40], [58], [59] and [62].

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Slim dense near octagons,In this chapter we will classify all slim dense near octagons. It will turn out that there are precisely 24 such near octagons. Recall that by Theorem 2.35, every slim dense near octagon is finite. This chapter is based on the papers [63] and [64].

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Nondense slim near hexagons,In this chapter, we discuss slim near hexagons which are not necessarily dense. This chapter is based on the articles [42] and [43].

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Bart BruynAccessible to general mathematical audience.This is an important book. It fills a gap in the literature ... The author is presently the major authority on this topic. He is indeed the right author for

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