Cincinnati Symposium on Probability Theory and Applications 2018

2018年辛辛那提概率论与应用研讨会将于2018年11月9日至11日在辛辛那提大学举行。研讨会将汇集在随机矩阵理论和随机过程前沿工作的初级和高级研究人员。这些领域的结果越来越多地应用于科学和其他数学领域，包括金融、保险、统计、数论和组合学。通过将不同职业阶段的研究人员与各种创新技术的专业知识联系起来，研讨会将有助于促进这些领域的数学理论的发展。下一代概率学家的专业发展是研讨会的主要焦点，为早期研究人员提供了在会谈和海报会议上展示他们工作的机会。最近在随机矩阵理论和随机过程方面发展起来的技术取得了许多重大进展。随着这些领域范围的扩大，进一步的进展越来越依赖于来自多个领域的想法的结合。为了打破使用不同工具的研究人员之间的障碍，并在这些领域的前沿促进新的合作，研讨会将汇集几个相关领域的专家。来自随机矩阵理论的主题将包括普遍概率分布、鞅技术和可积概率，而来自随机过程的主题将包括布朗漂移和组合随机过程、随机偏微分方程和无限可分过程。通过使用不同的方法将初级和高级概率学家联系起来，研讨会将有助于建立领域之间的桥梁，并激发新的跨学科研究。研讨会网站：http://homepages.uc.edu/~buckinrt/cinciprob2018/This该奖项反映了美国国家科学基金会的法定使命，并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，认为值得支持。

The Cincinnati Symposium on Probability Theory and Applications 2018 will be held November 9 to 11, 2018 at the University of Cincinnati. The symposium will bring together junior and senior researchers working at the forefront of random matrix theory and stochastic processes. Results from these fields are increasingly used throughout the sciences and other areas of mathematics with direct applications including finance, insurance, statistics, number theory, and combinatorics. By connecting a broad array of researchers at different career stages with expertise in a variety of innovative techniques, the symposium will help foster the development of the mathematical theory of these fields. Professional development of the next generation of probabilists is a major focus of the symposium by providing early-stage researchers opportunities to present their work in talks and a poster session.Recently developed techniques in random matrix theory and stochastic processes have led to many significant advances. As the scope of these fields expands, further progress is increasingly dependent on the combination of ideas from multiple areas. In order to break down barriers between researchers working with different tools and to foster new collaborations at the frontiers of these fields, the symposium will bring together experts working in several related areas. Topics from random matrix theory will include universal probability distributions, martingale techniques, and integrable probability, while those from stochastic processes will include Brownian excursions and combinatorial stochastic processes, stochastic partial differential equations, and infinitely-divisible processes. By connecting junior and senior probabilists using different methods, the symposium will help build bridges between areas and stimulate new cross-disciplinary investigations.Symposium website: http://homepages.uc.edu/~buckinrt/cinciprob2018/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.