图像之间的空间

L. Guibas
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引用次数: 0

摘要

多媒体内容已经成为我们所有计算设备上无处不在的存在,从智能手机相机等设备传感器捕捉的实时内容到存储在云中的海量图像、音频和视频数据库,无所不包。当我们试图最大化所有这些pb级内容的效用和价值时,我们通常通过单独分析每个数据块来实现,并对媒体之间的关系进行更深入的分析。然而,随着数据越来越多,将会有越来越多的连接和相关性,因为捕获的数据来自相同或相似的对象,或者因为数据源满足的特定重复,对称性或其他关系和自关系。这对于具有几何特征的媒体尤其如此,例如GPS跟踪、图像、视频、3D扫描、3D模型等。在这次演讲中,我们将重点讨论“图像之间的空间”,即不同多媒体数据项之间的关系。我们的目标是使这种关系明确,有形,一流的对象,它们本身可以分析,存储和查询-无论它们来自哪种媒体。我们讨论了如何在多个细节层次上表示和计算媒体数据集之间的关系或映射的数学和算法问题。我们还展示了如何分析和利用地图网络以及相互关联数据之间的大小关系。网络可以作为一个正则化器,允许我们在对单个数据集执行操作或在它们之间进行映射推理时受益于“集合的智慧”。我们将使用2D图像和3D扫描/形状领域的示例来说明这些想法-但这些概念更普遍适用于视频,图形,声学数据,生物数据(如微阵列)的分析,mooc的作业等。这是一个与多个合作者共同工作的概述,将在讲座中讨论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The space between the images
Multimedia content has become a ubiquitous presence on all our computing devices, spanning the gamut from live content captured by device sensors such as smartphone cameras to immense databases of images, audio and video stored in the cloud. As we try to maximize the utility and value of all these petabytes of content, we often do so by analyzing each piece of data individually and foregoing a deeper analysis of the relationships between the media. Yet with more and more data, there will be more and more connections and correlations, because the data captured comes from the same or similar objects, or because of particular repetitions, symmetries or other relations and self-relations that the data sources satisfy. This is particularly true for media of a geometric character, such as GPS traces, images, videos, 3D scans, 3D models, etc. In this talk we focus on the "space between the images", that is on expressing the relationships between different mutlimedia data items. We aim to make such relationships explicit, tangible, first-class objects that themselves can be analyzed, stored, and queried -- irrespective of the media they originate from. We discuss mathematical and algorithmic issues on how to represent and compute relationships or mappings between media data sets at multiple levels of detail. We also show how to analyze and leverage networks of maps and relationships, small and large, between inter-related data. The network can act as a regularizer, allowing us to to benefit from the "wisdom of the collection" in performing operations on individual data sets or in map inference between them. We will illustrate these ideas using examples from the realm of 2D images and 3D scans/shapes -- but these notions are more generally applicable to the analysis of videos, graphs, acoustic data, biological data such as microarrays, homeworks in MOOCs, etc. This is an overview of joint work with multiple collaborators, as will be discussed in the talk.
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