Conference: Canadian Operator Symposium 2023

NSF的这一奖项将为美国提供部分支持-基于参与者参加2023年5月15日至19日在加拿大安大略伦敦西安大略大学校园举行的加拿大运营商研讨会（COSy）的2023分期付款。 美国定期参加这一国际会议数学家，将汇集来自世界各地的领先专家，讨论该领域的重要新发展，并为所有职业阶段的数学家提供机会，介绍他们的工作，并为未来的研究提出方向。 该奖项将为美国的早期职业研究人员，代表性不足的团体成员以及没有由NSF资助的研究人员提供参加会议的机会。 COSy成立于1972年，是一个专注于算子理论，算子代数和应用的会议，现在是加拿大致力于这些主题的首要年度会议。 今年的课程以量子信息理论系列讲座为基础，将包括10-20个50分钟的全体讲座，以及大约30个由跨越各种数学领域的研究人员贡献的讲座。 主题将包括几个领域的积极当前感兴趣的算子代数，强调最近的发展和新兴方向的结构理论冯诺依曼代数;子因子和融合类别;分类顺从C*-代数;非交换几何;和算子代数和动力学，逻辑，集合论和量子信息理论之间的连接。 更多的细节可在http://www.fields.utoronto.ca/activities/22-23/COsy2023.This奖项反映了NSF的法定使命，并已被认为值得通过使用基金会的知识价值和更广泛的影响审查标准进行评估的支持。

This NSF award will provide partial support for U.S.-based participants to attend the 2023 installment of the Canadian Operator Symposium (COSy), to take place May 15-19, 2023, on the campus of the University of Western Ontario in London, Ontario, Canada. This international conference, which is regularly attended by U.S.-based mathematicians, will bring together leading experts from around the world to discuss important new developments in the field and provide opportunities for mathematicians at all career stages to present their work and propose directions for future research. The award will provide US-based early-career researchers, members of underrepresented groups, and researchers not otherwise funded by NSF the opportunity to participate in the conference. COSy was established in 1972 as a conference focused on operator theory, operator algebras, and applications and is now the premier annual conference in Canada devoted to these themes. This year’s program is anchored by a lecture series on quantum information theory, and will include 10-20 fifty-minute plenary lectures, as well as approximately 30 contributed talks by researchers spanning a variety of mathematical areas. Topics will include several areas of active current interest in operator algebras, emphasizing recent developments and emerging directions in the structure theory of von Neumann algebras; subfactors and fusion categories; the classification of amenable C*-algebras; noncommutative geometry; and connections between operator algebras and dynamics, logic, set theory, and quantum information theory. Additional details are available at http://www.fields.utoronto.ca/activities/22-23/COsy2023.This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.