This talk explores the potential of building scalable techniques to facilitate autonomous cooperation among communicative agents. To address the challenges of achieving autonomous cooperation, we propose a novel communicative agent framework named CAMEL. We showcase how role-playing can be used to generate conversational data for studying the behaviors and capabilities of a society of agents. In p...

报告人简介： Lakshminarayana Polavarapu is the principal investigator at the Centro De Investigaciones Biomédicas (CINBIO), University of Vigo, Spain. He obtained PhD in 2011 from the National University of Singapore and received the Alexander von Humboldt postdoctoral fellowship in 2015 at the Ludwig-Maximilians-University of Munich (Germany). He Joined University of Vigo, Spain in 2020. His gro...

By 2030, up to 95% of new vehicles sold globally are expected to be connected, increasing vulnerability to hacking targeting critical functions like steering and braking. This lecture examines modern vehicle architecture, security challenges, hacking incidents with demonstrations, and cryptographic countermeasures, including symmetric/asymmetric encryption and hashing. It also explores security te...

报告人简介： 赵纪军教授， 1996年南京大学物理系获凝聚态物理博士，导师王广厚院士。现任华南师范大学物理学院教授、国务院学位委员会学科评议组成员。主要研究领域为团簇和低维凝聚态物理、计算材料学。发表SCI论文800余篇，总引用30000多次，入选斯坦福大学发布全球顶尖科学家终身影响力榜单前16000名（应用物理领域第215名），科睿唯安“全球高被引科学家”。获国家自然科学二等奖1项、省部级科技奖7项，长江学者特聘教授。 ...

报告人简介： 徐君研究员，博士生导师。国家杰出青年基金、优秀青年基金获得者，英国皇家学会“牛顿高级学者”，英国卡迪夫大学、法国里尔大学访问学者。现任材料化学磁共振研究部主任，磁共振波谱与成像实验室副主任。主要从事先进固体核磁共振谱学方法与技术发展以及在多相催化反应体系中的应用研究。获得中国分子筛青年奖（2019），王天眷波谱学奖（2023）。 讲座摘要： 沸石分子筛是一种具有规整孔道结构的硅铝酸盐晶体材料，...

报告人简介： 张宏宝教授，现就职于北京师范大学物理与天文学院。北师大本科，北大硕士，北师大、加拿大圆周理论物理研究所以及滑铁卢大学联合培养博士。曾先后在希腊克里特大学，比利时布鲁塞尔自由大学以及索尔维国际研究所从事博士后研究工作。目前主要研究兴趣包括数值相对论及其在天体物理与全息引力的应用，以及协变相空间及其在场论与引力理论中的应用。 讲座摘要： Conventionally there are two methods to obtain the f...

Strong stability (or monotonicity)-preserving time discretization schemes preserve the stability properties of the exact solution and have proved very useful in scientific and engineering computation, especially in solving hyperbolic partial differential equations. The main aim of this work is to further extend this to exponential stability-preserving numerical methods for general coercive system ...