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Levallois economics: an examination of 'waste' production in experimentally produced Levallois reduction sequences

机译:勒瓦卢瓦经济学:对实验生产的勒瓦卢瓦减少序列中“废物”生产的检验

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Mathematical modelling has suggested that Levallois core morphology represents a reduction strategy driven by economic considerations; particularly the minimization of 'waste' while aiming to maximize cutting edge length of flakes obtained from cores of a given size. Such models are elegant in that they facilitate formal modelling of economic considerations that potentially motivate patterns seen in prehistoric data. However, the abstract nature of such models means that they do not take full account of all the practical difficulties and material challenges involved in reproducing Levallois-style reductions in stone. In particular, such models have only examined nodule morphology in two-dimensions, and did not take account of the fact that in the case of classic (lineal) Levallois reduction, core surfaces must be re-prepared between successive stages of flake removal. Hence, the potential economic implications of these factors are currently unknown, potentially undermining the significance of models that assume specific economic conditions. Here, we undertook to examine these factors using a series of experimentally produced Levallois reduction sequences. A total of 3957 flaking events were considered in our analyses, and we used six specific measures of economy to examine Levallois reduction across successive phases. Our analyses found that key assumptions of mathematical models suggesting that Levallois core morphology was driven by economic considerations (i.e. conservation of raw material when attempting to remove flakes with long cutting edges) can be upheld under the practical challenges of replicating Levallois-style reduction in stone. In supporting the notion that Levallois reduction has advantageous economic properties, our results emphasize the importance of considering why Levallois reduction did not emerge earlier in the archaeological record, and indeed, why even during the later Pleistocene the temporal and geographic distribution of Levallois technology varies. Our results also re-emphasize the value of formally modelling lithic reduction strategies in specific economic terms.
机译:数学模型表明,Levallois核心形态代表了一种出于经济考虑而减少的策略。特别是“废料”的最小化,同时旨在最大化从给定尺寸的芯获得的薄片的切削刃长度。这种模型之所以优雅,是因为它们有助于对经济因素进行正式建模,这可能会激发史前数据中所看到的模式。但是,此类模型的抽象性质意味着它们没有充分考虑到重现Levallois风格的石材减少所涉及的所有实际困难和实质性挑战。特别是,此类模型仅检查了二维的结节形态,而没有考虑以下事实:在经典(线性)Levallois减小的情况下,必须在连续的薄片去除阶段之间重新准备核心表面。因此,这些因素的潜在经济影响目前未知,有可能破坏假设特定经济条件的模型的重要性。在这里,我们承诺使用一系列实验产生的Levallois还原序列来检查这些因素。在我们的分析中,总共考虑了3957次剥落事件,并且我们使用了六项具体的经济措施来研究连续阶段的Levallois减少。我们的分析发现,数学模型的主要假设表明,Levallois核心形态是出于经济考虑(例如,试图去除长刃口的鳞片时节约原材料),可以在复制Levallois样式的石材还原过程中遇到实际挑战。 。为了支持降低Levallois的经济性这一观点,我们的结果强调了考虑为什么Levallois的降低没有出现在考古记录的早期,以及为什么甚至在更新世后期Levallois技术的时间和地理分布也会变化的重要性。我们的结果还再次强调了以特定的经济术语正式建模岩屑减少策略的价值。

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