Workshop "Singularities and Applications, Victor Goryunov 60"

维克托戈留诺夫是奇点理论的领军人物，他对这一学科的贡献是根本性的。他出版了几本书和各种各样的论文在奇点理论，瓦西里耶夫型不变量，和勒让德结。他的许多文件在拉格朗日和Legendiran几何现在被认为是经典的主题。特别是他制定了稳定理论的地图之间的拉格朗日和Legendrian品种和研究当地的性质，他们的奇异性。此外，维克托Goryunov工作复杂的晶体团体，他计算了Tjurina和米尔诺尔数矩阵奇异性。维克托Goryunov的巨大热情，他的和蔼可亲和他的信念，科学进步有助于保持强大的研究网络的数学家在世界各地。他来自莫斯科的Arnol'd学校，曾在俄罗斯、丹麦、美国和英国工作。他是前苏联数学家和西方数学家的积极合作者。维克托Goryunov是主要组织者的一个学期计划在牛顿研究所的奇点理论。他是许多国际会议的组织者。多年来，他一直是“奇点日”的主要组织者，与利物浦、沃里克和瓦伦西亚的研究人员一起（由LMS资助）。奇点理论及其应用的拟议研讨会将吸引至少来自欧洲（包括斯堪的纳维亚和以色列）、北美和南美、俄罗斯和日本的主要人物。

Victor Goryunov is a leading figure in Singularity Theory, whose contributions to the subject are fundamental. He has published several books and a vast variety of papers in singularity theory, Vassiliev type invariants, and Legendrian knots. Many of his papers in Lagrange and Legendiran geometry are now considered to be classical in the subject. In particular he has developed stability theory of maps between Lagrangian and Legendrian varieties and studied local properties of their singularities. In addition Victor Goryunov has worked on complex crystallographic groups, and he has calculated Tjurina and Milnor numbers of matrix singularities. Victor Goryunov's great enthusiasm, his amiability and his belief in scientific progress have helped to maintain a strong research network of mathematicians all over the world. Originally from Arnol'd's school in Moscow, he has worked in Russia, Denmark, US and UK. He is an active collaborator with former Soviet Union mathematicians and those from the West. Victor Goryunov was among the principal organizers of a semester program in the Newton Institute on singularity theory. He has been an organizer of many international conferences. For many years he has been a principal organizer of 'Singularity Days' joining researchers of Liverpool, Warwick, and Valencia (funded by LMS).The proposed workshop in singularity theory and its applications will attract major figures from, at least, Europe including Scandinavia and Israel, North and South America, Russia and Japan.