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And if the global were small and noncoherent? Method, complexity, and the baroque

机译:如果全球规模较小且不连贯?方法,复杂性和巴洛克式

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What is it to be big? What is it to be small? And what is it to be global? Common sense, including a good deal of the common sense underlying network metaphors for complex globality, involves the assumption that the global is large, that it includes the (smaller) local, and that to understand it we need to adopt a holistic approach in which we look up to explore emergent complexities, and so obtain a provisional overview of the whole. In this paper I argue, following Chunglin Kwa, that this is a particular and romantic method for imagining complexity. I then follow Kwa by considering a baroque alternative. Instead of looking up, this looks down and discovers limitless internal complexity within, which is materially heterogeneous, specific, and sensuous. In this monadology there are no limits to complexity within, but neither is there any possibility of modeling and knowing that complexity in full. There is no overview and neither is there any assumption of coherence. In this way of thinking the global lies within each site and is small, sensuous, specific, heterogeneous, noncoherent, and cannot be more than patchily modeled.
机译:变大了什么?小是什么?全球化是什么?常识,包括用于复杂全局性的大量网络隐喻的常识,都涉及以下假设:全局性很大,包括(较小的)局部性,要理解它,我们需要采用整体方法,其中我们希望探索突发的复杂性,从而获得整体的临时概述。在本文中,我遵循Chunglin Kwa的观点,认为这是一种想象复杂性的特殊而浪漫的方法。然后,我跟随Kwa考虑采用巴洛克式替代方案。而不是向上看,它向下看并发现内部无限的内部复杂性,这在本质上是异构的,特定的和敏感的。在此一元论中,内部的复杂性没有限制,但是也没有任何可能性可以完全建模和了解这种复杂性。没有概述,也没有任何连贯性的假设。用这种思维方式,全局位于每个站点之内,并且很小,敏感,特定,异构,不连贯,并且只能进行局部建模。

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