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The dimensionality of niche space allows bounded and unbounded processes to jointly influence diversification

机译:生态位空间的维度允许有界和无界的过程共同影响多元化

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摘要

There are two prominent and competing hypotheses that disagree about the effect of competition on diversification processes. The first, the bounded hypothesis, suggests that species diversity is limited (bounded) by competition between species for finite ecological niche space. The second, the unbounded hypothesis, proposes that innovations associated with evolution render competition unimportant over macroevolutionary timescales. Here we use phylogenetically structured niche modelling to show that processes consistent with both of these diversification models drive species accumulation in conifers. In agreement with the bounded hypothesis, niche competition constrained diversification, and in line with the unbounded hypothesis, niche evolution and partitioning promoted diversification. We then analyse niche traits to show that these diversification enhancing and inhibiting processes can occur simultaneously on different niche dimensions. Together these results suggest a new hypothesis for lineage diversification based on the multi-dimensional nature of ecological niches that can accommodate both bounded and unbounded evolutionary processes.
机译:关于竞争对多元化进程的影响,有两个著名的,相互竞争的假设。第一个是有界假说,表明物种多样性受到物种之间对有限生态位空间竞争的限制。第二个假设是无限假设,提出与进化相关的创新使竞争在宏观进化时间尺度上变得不重要。在这里,我们使用系统发育的生态位模型来显示与这两种多样化模型一致的过程会驱动针叶树种的积累。与有界假说一致,利基竞争限制了多样化,而与无界假说一致,生境演化和分区促进了多元化。然后,我们分析了利基特征,以表明这些多样化的增强和抑制过程可以在不同的利基维度上同时发生。这些结果共同提出了一个新的假设,即基于生态位的多维性质可以适应有界和无界进化过程的谱系多样化。

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