Clifford Analysis and Related Topics, December 15-17. 2014

佛罗里达州立大学数学系与阿肯色大学数学系将于2014年12月15日、16日和17日在佛罗里达州立大学举办名为“Clifford分析及相关话题”的会议。已经建立了一个会议：http://www.math.fsu.edu/cart2014/.这次会议的动机是将该领域的顶尖研究人员与学生和早期职业数学家聚集在一起，讨论和合作最近和继续进行的研究。这样的互动对学生来说特别有价值。Clifford分析与数学的许多其他分支以及在物理学中的重要应用，特别是与信号处理有关。该奖项为参加会议的人员提供旅费。Clifford分析是以Clifford代数为基础的，就像复分析是以复数为基础的一样。事实上，复数是一个简单的Clifford代数。然而，高维Clifford代数是非交换的，并且包含零因子。这次会议的主题包括Clifford代数及其Mobius几何的紧化，共形和正交群的表示理论，Heisenberg群上的Clifford分析，以及CR流形上的次椭圆Dirac算子。

The Department of Mathematics at Florida State University in conjunction with The Department of Mathematics at The University of Arkansas is organizing the conference "Clifford Analysis and Related Topics" to take place at Florida State University during December 15, 16 and 17, 2014. A conference has been established: http://www.math.fsu.edu/cart2014/. The motivation for this conference is to bring together top researchers in this field along with students and early career mathematicians to discuss and collaborate on recent and continuing research. Such interactions are especially valuable to students. Clifford Analysis has ties to many other branches of mathematics as well as important applications in physics and in particular to signal processing. This award supports travel for participants in the conference. Clifford analysis is based Clifford algebras in the same way that complex analysis is based on the complex numbers. Indeed the complex numbers are a simple Clifford algebra. However higher dimensional Clifford algebras are noncommutative and contain zero divisors. The topics of this conference include compactification of Clifford algebras and their Mobius geometry, representation theory of conformal and orthogonal groups, Clifford analysis on Heisenberg groups, and subelliptic Dirac operators on CR manifolds.