{"title":"中世纪早期威塞克斯的埋葬、景观和身份","authors":"T. Martin","doi":"10.1080/00665983.2021.1836874","DOIUrl":null,"url":null,"abstract":"an early stage of the procedure unlike HCA. I find the use of k-means for spatial analysis unconvincing and prefer the use of 2D kernel density estimates. In McCall’s description of Linear Discriminant Analysis (LDA) there are a couple of issues. The probabilities of group membership have to be based on some form of validation technique. Resubstitution has been shown to be too optimistic and some form of crossvalidation is usually used, preferably the ‘leave-one-out’ method. The data for a LDA need not be normally distributed, although the method does rely on the groups having equal variances (Baxter, Statistics in Archaeology, 2003, p. 107). The example used by McCall is based on compositional data (see above). In Chapter 7 McCall discusses Factor Analysis (FA), Principal Components Analysis (PCA) and Correspondence Analysis (CA). McCall argues that FA and PCA are varieties of FA which is an unfortunate retrograde step. Baxter (2003, p. 73) argues convincingly that the terms should be kept separate. Early applications of PCA, sometimes with rotation, were mistakenly called FA and there was considerable confusion between the methods. McCall adds to this confusion when he talks about looking for ‘latent factors’ (a term reserved for FA) in a PCA and does not ever really discuss FA as a separate method. He erroneously states that PCA uses a correlation matrix, whereas the choice of a covariance or a correlation matrix is up to the analyst. The data for a PCA do not need to be normally distributed (Baxter 2003, p. 74). In discussing the interpretation of a PCA, he does not mention the extremely useful h-plot or biplot, or the examination of the fit of data points to the plane created by mapping two components. McCall asserts that CA is ‘very conservative’ (p. 157), an assertion which I have not seen elsewhere in the literature, nor one that accords with my experience. The graphs derived from a CA should be ‘maps’, i.e., scattergrams where the scale of the x-axis is the same as the y-axis. Interpretation of the maps should be undertaken in conjunction with the decompositions of inertia, not mentioned by McCall, which give many useful key statistics. In summary, McCall’s book has much to offer someone looking to explore quantitative methods in archaeology, or someone teaching the subject. Chapter 7 is best avoided entirely, for which Baxter (2015) provides a better exposition. The publishers are, however, responsible for the poorest aspect of this volume which wins second prize in the ‘badly designed cover’ category (first prize going to the original 1988 edition of Shennan’s Quantifying Archaeology). 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He erroneously states that PCA uses a correlation matrix, whereas the choice of a covariance or a correlation matrix is up to the analyst. The data for a PCA do not need to be normally distributed (Baxter 2003, p. 74). In discussing the interpretation of a PCA, he does not mention the extremely useful h-plot or biplot, or the examination of the fit of data points to the plane created by mapping two components. McCall asserts that CA is ‘very conservative’ (p. 157), an assertion which I have not seen elsewhere in the literature, nor one that accords with my experience. The graphs derived from a CA should be ‘maps’, i.e., scattergrams where the scale of the x-axis is the same as the y-axis. Interpretation of the maps should be undertaken in conjunction with the decompositions of inertia, not mentioned by McCall, which give many useful key statistics. 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引用次数: 1
摘要
与HCA不同,这是手术的早期阶段。我发现使用k-means进行空间分析没有说服力,我更喜欢使用二维核密度估计。在McCall对线性判别分析(LDA)的描述中,有几个问题。组成员的概率必须基于某种形式的验证技术。再替代已经被证明过于乐观,并且通常使用某种形式的交叉验证,最好是“留一个”方法。LDA的数据不必是正态分布,尽管该方法确实依赖于具有相等方差的组(Baxter, Statistics in Archaeology, 2003, p. 107)。McCall使用的示例基于组合数据(见上文)。在第七章中,McCall讨论了因子分析(FA)、主成分分析(PCA)和对应分析(CA)。McCall认为FA和PCA是FA的变种,这是一个不幸的逆行步骤。Baxter(2003,第73页)令人信服地认为,这两个术语应该分开。早期PCA的应用,有时有旋转,被错误地称为FA,并且在方法之间存在相当大的混淆。当McCall谈到在PCA中寻找“潜在因素”(一个为FA保留的术语)时,他没有真正将FA作为一种单独的方法进行讨论,这增加了这种混乱。他错误地指出PCA使用相关矩阵,而选择协方差或相关矩阵取决于分析人员。PCA的数据不需要正态分布(Baxter 2003,第74页)。在讨论PCA的解释时,他没有提到非常有用的h图或双图,也没有提到通过映射两个分量来检查数据点与平面的拟合。McCall断言CA是“非常保守的”(第157页),我在其他文献中没有看到过这样的断言,也不符合我的经验。从CA导出的图形应该是“地图”,即x轴比尺与y轴比尺相同的散点图。对地图的解释应该与惯性分解结合起来进行,McCall没有提到惯性分解,它提供了许多有用的关键统计数据。总而言之,麦考尔的书给那些想要探索考古学定量方法的人或教授这门学科的人提供了很多东西。第7章最好完全避免,对此Baxter(2015)提供了更好的阐述。然而,出版商对这本书最糟糕的一面负有责任,它在“设计糟糕的封面”类别中获得了二等奖(一等奖是1988年原版的深南《量化考古学》)。“考古学”一词根本没有出现在书脊上,在封面上,它以一个小字体隐藏在繁忙的设计中。
Burial, landscape and identity in early medieval Wessex
an early stage of the procedure unlike HCA. I find the use of k-means for spatial analysis unconvincing and prefer the use of 2D kernel density estimates. In McCall’s description of Linear Discriminant Analysis (LDA) there are a couple of issues. The probabilities of group membership have to be based on some form of validation technique. Resubstitution has been shown to be too optimistic and some form of crossvalidation is usually used, preferably the ‘leave-one-out’ method. The data for a LDA need not be normally distributed, although the method does rely on the groups having equal variances (Baxter, Statistics in Archaeology, 2003, p. 107). The example used by McCall is based on compositional data (see above). In Chapter 7 McCall discusses Factor Analysis (FA), Principal Components Analysis (PCA) and Correspondence Analysis (CA). McCall argues that FA and PCA are varieties of FA which is an unfortunate retrograde step. Baxter (2003, p. 73) argues convincingly that the terms should be kept separate. Early applications of PCA, sometimes with rotation, were mistakenly called FA and there was considerable confusion between the methods. McCall adds to this confusion when he talks about looking for ‘latent factors’ (a term reserved for FA) in a PCA and does not ever really discuss FA as a separate method. He erroneously states that PCA uses a correlation matrix, whereas the choice of a covariance or a correlation matrix is up to the analyst. The data for a PCA do not need to be normally distributed (Baxter 2003, p. 74). In discussing the interpretation of a PCA, he does not mention the extremely useful h-plot or biplot, or the examination of the fit of data points to the plane created by mapping two components. McCall asserts that CA is ‘very conservative’ (p. 157), an assertion which I have not seen elsewhere in the literature, nor one that accords with my experience. The graphs derived from a CA should be ‘maps’, i.e., scattergrams where the scale of the x-axis is the same as the y-axis. Interpretation of the maps should be undertaken in conjunction with the decompositions of inertia, not mentioned by McCall, which give many useful key statistics. In summary, McCall’s book has much to offer someone looking to explore quantitative methods in archaeology, or someone teaching the subject. Chapter 7 is best avoided entirely, for which Baxter (2015) provides a better exposition. The publishers are, however, responsible for the poorest aspect of this volume which wins second prize in the ‘badly designed cover’ category (first prize going to the original 1988 edition of Shennan’s Quantifying Archaeology). The word ‘archaeology’ does not appear on the spine at all and on the front cover it is buried in the busy design in a small font.