Conference: Latin American School of Algebraic Geometry

会议：拉丁美洲代数几何学院

• 批准号: 2401164
• 负责人: Evgueni Tevelev
• 金额: $ 2万
• 依托单位: University of Massachusetts Amherst
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2024
• 资助国家: 美国
• 起止时间: 2024-05-01 至 2025-04-30
• 项目状态: 未结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=2401164&HistoricalAwards=false
• 关键词: Conference; Latin; American; Algebraic; Geometry; Conference; Latin; American; Algebraic; Geometry

This award will provide travel support for graduate students and early career mathematicians from the United States to participate in the research school "Latin American School of Algebraic Geometry" that will take place in Cabo Frio, Brazil from August 12 to 23, 2024, and will be hosted by IMPA (Institute for Pure and Applied Mathematics), a renowned center for mathematical research and post-graduate education founded in 1952 and situated in Rio de Janeiro, Brazil. This will be the fifth edition of the ELGA series. The previous events were held in Buenos Aires (Argentina, 2011), Cabo Frio (Brazil, 2015), Guanajuato (Mexico, 2017), and Talca (Chile, 2019). ELGA is a major mathematical event in Latin America, a focal meeting point for the algebraic geometry community and a great opportunity for junior researchers to network and to learn from the world experts in the field. ELGA workshops are unique in their dedicated efforts to nurture the next generation of leaders in STEM in the Americas. The travel support for U.S. participants from the National Science Foundation will further strengthen the ties between the universities and promote scientific cooperation between future mathematicians in Latin America and the U.S. The website of the conference is https://impa.br/en_US/eventos-do-impa/2024-2/v-latin-american-school-of-algebraic-geometry-and-applications-v-elga/Algebraic geometry has long enjoyed a central role in mathematics by providing a precise language to describe geometric shapes called algebraic varieties, with applications ranging from configuration spaces in physics to parametric models in statistics. This versatile language is used throughout algebra and has fueled multiple recent advances, not only in algebraic geometry itself but also in representation theory, number theory, symplectic geometry, and other fields. Over the course of two weeks, courses by Cinzia Casagrande (University of Torino, Italy), Charles Favre (École Polytechnique, France), Joaquin Moraga (UCLA, USA), Giancarlo Urzúa (Catholic University, Chile), and Susanna Zimmermann (University of Paris-Saclay, France) will cover a wide range of topics including geometry of Fano manifolds, singularities of algebraic varieties, Cremona groups of projective varieties, Higgs bundles, and geometry of moduli spaces. Each course will include two hours of tutorial sessions coordinated by the course lecturers with the assistance of advanced graduate students participating in the research workshop. Additional talks and presentations by a combination of senior and junior researchers are intended to give a panoramic view of algebraic geometry and its applications.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.

该奖项将为研究生和来自美国的早期职业数学家提供旅行支持，将在2024年8月12日至23日在巴西Cabo Frio举行研究学校“拉丁美洲代数几何学学院”，并将由IMPA（纯粹的和应用的Mathematics）托管，并在著名的Mathematier Interiio interiio interiio interiio inders Inderiio interiio interiio interiio interiio inders in natucation Inderiio interiio。巴西Janeiro。这将是ELGA系列的第五版。先前的活动在布宜诺斯艾利斯（Argentina，2011年），Cabo Frio（巴西，2015年），瓜纳华托（Guanajuato）（墨西哥，2017年）和塔尔卡（Talca）举行（智利，2019年）。 ELGA是拉丁美洲的一项重大数学活动，是代数几何社区的重点聚会点，也是初级研究人员网络和向该领域世界专家学习的绝佳机会。 ELGA研讨会在他们的专门努力中是独一无二的，以护理美洲STEM的下一代领导者。 The travel support for U.S. participants from the National Science Foundation will further strengthen the ties between the universities and promote scientific cooperation between future mathematicians in Latin America and the U.S. The website of the conference is https://impa.br/en_US/eventos-do-impa/2024-2/v-latin-american-school-of-algebraic-geometry-and-applications-v-elga/Algebraic长期以来，几何形状通过提供一种精确的语言来描述称为代数变化的几何形状，从而在数学中发挥了核心作用，其应用程序从物理中的配置空间到统计中的参数模型。这种多功能语言在整个代数中都使用，不仅在代数几何本身，而且在表示理论，数字理论，对称的几何形状和其他领域都推动了多个最近的进步。在两周的时间里，Cinzia Casagrande（意大利东京大学），Charles Favre（法国ÉcolePolytechnique，France），Joaquin Moraga（美国加州大学洛儿（UCLA）），GiancarloUrzúa（智利天主教大学）和Susanna Zimmmermann（Paritry of Paritry a Perrance a Perement of Perance a Perement of Perane a Perement of Perance a Perement of Perance a Perement）歧管，代数品种的奇异性，斑点品种的cremona群，希格斯束和模量空间的几何形状。每门课程将包括两个小时的教程课程，由课程讲师在参加研究研讨会的高级研究生的协助下协调。高级研究人员和初级研究人员的其他演讲和演讲旨在对代数几何及其应用进行全景观点。该奖项反映了NSF的法定任务，并被认为是通过基金会的知识分子优点和更广泛的影响标准通过评估来评估的支持。