Mathematical Sciences Computing Research Environments

纽约市立大学亨特学院数学与统计系将购买一台工作站、x -终端和一台后记激光打印机，用于支持数学科学的研究。该设备将用于若干研究项目，具体包括：1 .计算SO(n)的v1周期同伦群。2. 计算哈密顿动力学中的微分伽罗瓦群，确定哈密顿系统中的松弛矩阵对，以及分级李代数中的正规形式。3. 研究至少有三个发生器的单相关群的合并产物分解。4. 无限循环空间的Morava k理论中Lambda代数子商的同调计算及同调运算之间的关系。

9508415 Thompson The Department of Mathematics and Statistics at Hunter College, The City of University of New York, will purchase a workstation, X-terminals, and a postscript laser printer, which will be dedicated to the support of research in the mathematical sciences. The equipment will be used for several research projects, including in particular: l. Computing the v1-periodic homotopy groups of SO(n). 2. Computing differential Galois groups in Hamiltonian dynamics, determining lax pairs of matrices in Hamiltonian systems, and normal forms in graded Lie algebras. 3. Studying amalgamated product decompositions of one-relator groups with at least three generators. 4. Computations of the homology of subquotients of the Lambda algebra, and determining relations among homology operations in the Morava K-theory of infinite loop spaces.