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Maximal primitive hindering systems for convex figures

机译:凸图形的最大原始障碍系统

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In (Dok1. Math. 64 (2001) 385) we formulated shortly the results which contain a complete classification of compact, convex planar figures with respect to the maximal cardinality of their fixing systems and also a complete classification of compact, convex figures with respect to the maximal cardinality of their hindering systems. For fixing systems the results were proved in details in (Discrete Geometry Marcel, Dekker, New York-Basel, 2003, 85). Here we give detailed proofs for hindering systems. The obtained theorems generalize and make more precise the results obtained by Mani (Acta Math. Sci. Hungar. 22 (1971/72) 269). Some examples illustrate the text. (C) 2004 Elsevier Inc. All rights reserved.
机译:在(Dok1。Math。64(2001)385)中,我们简短地阐述了结果,其中包含关于其固定系统的最大基数的紧凑,凸平面图的完整分类,以及关于其固定系统的最大基数的完整分类。达到其阻碍系统的最大基数。对于固定系统,结果在(Discrete Geometry Marcel,Dekker,New York-Basel,2003,85)中得到了详细证明。在这里,我们给出了阻碍系统的详细证据。所获得的定理将Mani所获得的结果进行概括,并使结果更加精确(Acta Math。Sci。Hungar。22(1971/72)269)。一些示例说明了该文本。 (C)2004 Elsevier Inc.保留所有权利。

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