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ANALYZING THE DRESSLER CATALOG USING THE POINTWISE DIMENSION

机译:使用POINTWISE维度分析DRESSLER目录

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In this paper I explore the application of the pointwise dimension as a large-scale structure descriptor to the Dressler catalog. This technique lias been particularly illuminating in the study of correlations between morphology and environment, and its application to the familiar problem of morphology- environment relationships offers new insights. An examination of the 55 clusters in the Dressler catalog (each cluster containing between ~40 and ~250 galaxies with morphology information) finds that for the combined Dressler data, Komolgorov-Smirnov tests show that the environments of the early-type galaxies are statistically different to the 99 level from the environments of the late-type galaxies. This result is in agreement with the general concept of a morphology-density relationship. Furthermore, 14 individual clusters were examined; these clusters had velocities determined for many of the individual galaxies. These velocities were used solely to determine cluster membership. Each of these 14 clusters showed very few of the statistical differences between morphological environments that characterized the combined Dressler catalog. This contradiction found between the combined sample (for which fore- ground members were not removed) and these individual clusters (for which contamination was seriously reduced) suggests that the morphology-density relationship is not applicable to at least one-quarter of the clusters from which the result was credited in the first place (and in which the relationship should therefore be most evident), and it is therefore not as fundament
机译:在本文中,我探索了将点向维作为大规模结构描述符在Dressler目录中的应用。该技术在形态学与环境之间的相关性研究中尤为具有启发性,并将其应用于形态学与环境之间的熟悉关系问题提供了新的见解。对Dresser目录中的55个星团进行检查(每个星团包含约40至250个具有形态信息的星系),发现对于合并的Dressler数据,Komolgorov-Smirnov检验表明,早期星系的环境在统计上是不同的从后期星系的环境升至99级。该结果与形态密度关系的一般概念一致。此外,还检查了14个单独的群集。这些星团具有许多独立星系的速度。这些速度仅用于确定群集成员。这14个聚类中的每一个都显示了特征化组合在一起的Dressler目录的形态环境之间的统计差异很小。在合并样本(未除去前景成员)和这些单独的簇(其污染已大大减少)之间发现了这种矛盾,这表明形态密度关系不适用于至少四分之一的簇。结果放在首位(因此关系应该最明显),因此不作为基础

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