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Medium, calculation, play: On digital images in scientific practice

机译:媒介,计算,游戏:关于科学实践中的数字图像

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Latour's notion of immutable mobiles relates the circulability of certain objects to, among other features, their immutability, readability and combinability. As such it does not distinguish between, say, hand-drawn maps and machine-generated graphs. How, though, does the medial 'microstructure' of immutable mobiles matter to socially shared uses? Would, for example, digital images as bounded grids of nonoverlapping square pixels, each representing a numerical value, shape how distributed scientific work unfolds? In this article, I begin with reviewing attempts to link the microstructure of media to their communicative uses, focusing on Luhmann's relational account of media as loosely coupled substrates in which more rigid forms can become manifest. Drawing on an ethnography of astronomical research, I then inquire into how the scientists involved reasoned about their uses of media from within their practices. They used digital photographic exposures as 'workable objects' whose usefulness was not guaranteed initially. Local work was oriented to potential reuses of images (as processed exposures) by researchers elsewhere, as demonstrated by concerns over the integrity of images, the possibility of describing their work with reasonable efforts, as well as by negotiating acceptable elements in calculations so as to reveal stabilized phenomena. In doing so, scientists insisted on the need to play or experiment, suspending sequential work for explorations oriented toward deciding which action among alternatives to make consequential. This was part of a more extended 'calculative game' that points, through its orientation to reasonable agreement and delimitations of legitimate efforts, to the social order of this work. The medium, here conceived as images deemed accountable to reuses elsewhere, is a social achievement. Recognizing this may help to better understand the reusability of scientific data and its challenges.
机译:拉图尔(Latour)的不可变移动台概念将某些对象的可流通性与它们的不可变性,可读性和可组合性等其他特征联系在一起。因此,它无法区分手绘地图和机器生成的图表。但是,不可变移动设备的中间“微观结构”与社交共享用途有何关系?例如,数字图像作为不重叠的正方形像素的有界网格(每个网格都代表一个数值),将影响分布式科学工作的开展方式吗?在本文中,我将首先回顾尝试将媒体的微观结构与它们的交流用途联系起来的方法,重点是卢曼对媒介的关系解释,即松散耦合的底物,其中可以表现出更多的刚性形式。然后,我利用天文学研究的人种志,询问参与其中的科学家如何从实践中推理出他们对媒体的使用。他们将数码摄影曝光用作“可行的物体”,但最初并未保证其实用性。本地工作的重点是其他地方的研究人员对图像的潜在重用(作为经过处理的曝光),这表现在对图像完整性的关注,以合理的努力描述其工作的可能性以及通过在计算中协商可接受的要素以证明揭示稳定的现象。在这样做时,科学家坚持需要玩耍或进行实验,中止了探索的顺序工作,这些工作的方向是确定在替代方案中采取何种行动才是必然的。这是更广泛的“计算博弈”的一部分,该博弈通过其对合理协议的取向和合法努力的划界,指向了这项工作的社会秩序。媒体,在这里被认为是对其他地方的重用负责的图像,是一种社会成就。认识到这一点可能有助于更好地理解科学数据的可重用性及其挑战。

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