Algebraic Vision Conference 2015

2015年代数视觉会议

• 批准号: 1541647
• 负责人: Rekha Thomas
• 金额: $ 1.92万
• 依托单位: University of Washington
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2015
• 资助国家: 美国
• 起止时间: 2015-09-01 至 2016-08-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1541647&HistoricalAwards=false
• 关键词: Algebraic; Vision; Conference; 2015

This travel grant will support for US-based participants at the first meeting on Algebraic Vision to be held at the Technical University in Berlin from October 8-9, 2015. Algebraic Vision is an emerging research area at the intersection of computer vision and mathematics that seeks to develop the algebro-geometric foundations of fundamental geometric problems that arise in the reconstruction of 3-dimensional scenes and cameras from noisy 2-dimensional images. This structural understanding will allow the possibility of designing specialized algorithms for the many practical problems in vision on the one hand, while also exposing pure mathematicians to rich and structured algebraic problems that arise in applications. This exchange has the potential to benefit and enrich computer vision, algebraic geometry and polynomial optimization.The primary goal of the meeting is to initiate connections between researchers in computer vision, algebraic geometry and polynomial optimization so as to identify a core set of problems that can benefit from established tools in the three fields. For this purpose, the meeting agenda will revolve around short talks by experts from both sides with plenty of time in between for discussions. Young researchers will have the opportunity to be exposed to this new exchange of problems and ideas which will create the possibility of training a new generation with a common set of sophisticated and useful skills from these three closely related fields.

这笔旅费赠款将支持美国的参与者在第一次会议上Algesthetics愿景将于2015年10月8日至9日在柏林的技术大学举行。代数视觉是计算机视觉和数学交叉的一个新兴研究领域，旨在发展基本几何问题的代数几何基础，这些问题出现在从嘈杂的二维图像重建三维场景和相机中。这种结构性的理解一方面将允许为视觉中的许多实际问题设计专门的算法的可能性，同时也使纯数学家接触到应用中出现的丰富和结构化的代数问题。本次会议的主要目的是建立计算机视觉、代数几何和多项式优化领域研究人员之间的联系，以确定一组核心问题，这些问题可以从这三个领域的现有工具中受益。为此，会议议程将围绕双方专家的简短会谈，中间有大量时间进行讨论。年轻的研究人员将有机会接触到这种新的问题和想法的交流，这将创造一种可能性，即从这三个密切相关的领域中培养具有一套共同的复杂和有用的技能的新一代。