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一种用于确定性频率序列分析的理论上充分且计算上可行的技术。

A theoretically-sufficient and computationally-practical technique for deterministic frequency seriation.

作者信息

Lipo Carl P, Madsen Mark E, Dunnell Robert C

机构信息

Department of Anthropology and IIRMES, California State University Long Beach, 1250 Bellflower Blvd., Long Beach, CA 90840, USA.

Department of Anthropology, Box 353100, University of Washington, Seattle, WA 98195-3100, USA.

出版信息

PLoS One. 2015 Apr 29;10(4):e0124942. doi: 10.1371/journal.pone.0124942. eCollection 2015.

Abstract

Frequency seriation played a key role in the formation of archaeology as a discipline due to its ability to generate chronologies. Interest in its utility for exploring issues of contemporary interest beyond chronology, however, has been limited. This limitation is partly due to a lack of quantitative algorithms that can be used to build deterministic seriation solutions. When the number of assemblages becomes greater than just a handful, the resources required for evaluation of possible permutations easily outstrips available computing capacity. On the other hand, probabilistic approaches to creating seriations offer a computationally manageable alternative but rely upon a compressed description of the data to order assemblages. This compression removes the ability to use all of the features of our data to fit to the seriation model, obscuring violations of the model, and thus lessens our ability to understand the degree to which the resulting order is chronological, spatial, or a mixture. Recently, frequency seriation has been reconceived as a general method for studying the structure of cultural transmission through time and across space. The use of an evolution-based framework renews the potential for seriation but also calls for a computationally feasible algorithm that is capable of producing solutions under varying configurations, without manual trial and error fitting. Here, we introduce the Iterative Deterministic Seriation Solution (IDSS) for constructing frequency seriations, an algorithm that dramatically constrains the search for potential valid orders of assemblages. Our initial implementation of IDSS does not solve all the problems of seriation, but begins to moves towards a resolution of a long-standing problem in archaeology while opening up new avenues of research into the study of cultural relatedness. We demonstrate the utility of IDSS using late prehistoric decorated ceramics from the Mississippi River Valley. The results compare favorably to previous analyses but add new details into the structure of cultural transmission of these late prehistoric populations.

摘要

由于能够生成年代序列,频率序列化在考古学作为一门学科的形成过程中发挥了关键作用。然而,对于其在探索年代学之外的当代感兴趣问题方面的效用,人们的兴趣一直有限。这种局限性部分归因于缺乏可用于构建确定性序列化解决方案的定量算法。当组合的数量超过少数几个时,评估可能排列所需的资源很容易超过可用的计算能力。另一方面,创建序列化的概率方法提供了一种计算上可管理的替代方案,但依赖于对数据的压缩描述来对组合进行排序。这种压缩消除了使用数据的所有特征来拟合序列化模型的能力,掩盖了对模型的违反,从而降低了我们理解所得顺序在多大程度上是按时间顺序、空间顺序或两者混合的能力。最近,频率序列化已被重新构想为一种通过时间和空间研究文化传播结构的通用方法。基于进化的框架的使用恢复了序列化的潜力,但也需要一种计算上可行的算法,该算法能够在不同配置下生成解决方案,而无需手动试错拟合。在这里,我们介绍用于构建频率序列化的迭代确定性序列化解决方案(IDSS),这是一种极大地限制对组合潜在有效顺序搜索的算法。我们对IDSS的初步实现并没有解决序列化的所有问题,但开始朝着解决考古学中一个长期存在的问题迈进,同时为文化相关性研究开辟了新的研究途径。我们使用密西西比河流域史前晚期装饰陶瓷展示了IDSS的效用。结果与先前的分析相比具有优势,但为这些史前晚期人群的文化传播结构增添了新的细节。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/e466/4414518/3cb38c83dbf6/pone.0124942.g001.jpg

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