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首页> 外文期刊>Geoscientific Model Development >A nonlinear multi-proxy model based on manifold learning to reconstruct water temperature from high resolution trace element profiles in biogenic carbonates
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A nonlinear multi-proxy model based on manifold learning to reconstruct water temperature from high resolution trace element profiles in biogenic carbonates

机译:基于流形学习的非线性多代理模型,可从生物碳酸盐中的高分辨率微量元素剖面重建水温

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A long standing problem in paleoceanography concerns the reconstruction ofwater temperature from δ18O carbonate. It is problematic in thecase of freshwater influenced environments because the δ18Oisotopic composition of the ambient water (related to salinity) needs to beknown. In this paper we argue for the use of a nonlinear multi-proxy methodcalled Weight Determination by Manifold Regularization (WDMR) to develop atemperature reconstruction model that is less sensitive to salinityvariations. The motivation for using this type of model is twofold: firstly,observed nonlinear relations between specific proxies and water temperaturemotivate the use of nonlinear models. Secondly, the use of multi-proxy modelsenables salinity related variations of a given temperature proxy to beexplained by salinity-related information carried by a separate proxy. Ourfindings confirm that Mg/Ca is a powerful paleothermometer and highlight thatreconstruction performance based on this proxy is improved significantly bycombining its information with the information for other trace elements inmulti-proxy models. Although the models presented here are black-box modelsthat do not use any prior knowledge about the proxies, the comparison ofmodel reconstruction performances based on different proxy combinations doyield useful information about proxy characteristics. Using Mg/Ca, Sr/Ca,Ba/Ca and Pb/Ca the WDMR model enables a temperature reconstruction with aroot mean squared error of ± 2.19 °C for a salinity range between15 and 32.
机译:古海洋学中一个长期存在的问题涉及用δ 18 O碳酸盐重建水温。在受淡水影响的环境中,这是有问题的,因为需要知道周围水的δ 18 同位素组成(与盐度有关)。在本文中,我们主张使用一种非线性多代理方法,即通过歧管正则化确定重量(WDMR)来开发对盐度变化较不敏感的温度重建模型。使用这种模型的动机是双重的:首先,观察到的特定代理与水温之间的非线性关系推动了非线性模型的使用。其次,使用多代理模型可以使给定温度代理的盐度相关变化通过单独代理所携带的盐度相关信息来解释。我们的研究结果证实,Mg / Ca是一种强大的古温度计,并强调通过将其信息与多代理模型中其他痕量元素的信息结合,可以大大提高基于该代理的重建性能。尽管此处介绍的模型是不使用代理的任何先验知识的黑盒模型,但基于不同代理组合的模型重建性能的比较却可以提供有关代理特征的有用信息。通过使用Mg / Ca,Sr / Ca,Ba / Ca和Pb / Ca,WDMR模型可以实现温度重建,盐度范围为15至32的均方根误差为±2.19°C。

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