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From quotient-difference to generalized eigenvalues and sparse polynomial interpolation

机译:从普遍的特征值和稀疏多项式插值的商差

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Algorithms that combine ideas from symbolic and numeric computation have been of increasing interest over the past decade. Not only do the usual algorithms of computer algebra break down when applied to inexact values, but the analytic setting itself allows many new questions to be asked. This, together with the growing demand for speed, accuracy and reliability in mathematical computing, has accelerated the process of blurring the distinction between two areas of research that were previously quite separate. >The goal of the present workshop is to support this interaction and integration of symbolic and numeric computing. Earlier meetings in this series include the SNAP 96 workshop, held in Sophia Antipolis, France, and the SNC 2005 meeting, held in Xi'an, China. Following the tradition, Symbolic-Numeric Computation 2007 will be held July 25-27 in London, Canada. SNC 2007 is affiliated with the 2007 International Symposium on Symbolic and Algebraic Computation (ISSAC 2007). Co-located with this workshop is PASCO 2007, the 2007 International Workshop on Parallel Symbolic Computation. SNC and PASCO are held immediately prior to the ISSAC 2007 meeting, both in London at the University of Western Ontario. ISSAC 2007 takes place nearby in Waterloo, Canada. >The call for papers solicited contributions from all areas of symbolic-numeric computing, including: >hybrid symbolic-numeric algorithms approximate polynomial GCD and factorization symbolic-numeric methods for solving polynomial systems resultants and structured matrices for symbolic-numeric computation differential equations for symbolic-numeric computation symbolic-numeric methods for geometric computation symbolic-numeric algorithms in algebraic geometry symbolic-numeric algorithms for nonlinear optimization numeric computation of characteristic sets and Grobner bases implementation of symbolic-numeric algorithms model construction by approximate algebraic algorithms (e.g. numerical sparse interpolation, the approximate Buchberger-Moeller algorithm) applications of symbolic-numeric computation.. >In response, 38 submissions were received: 9 extended abstracts and 29 full papers. The program committee collected 113 referee reports --- on average three per submission. After careful considerations, 6 of the 9 extended abstracts and 19 of the 29 papers were accepted. In addition, we are grateful that the majority of the invited speakers contributed full papers as well. One of our invited speakers, Anthony Kennedy, is joint with PASCO and we also share our after-dinner speaker, Keith Geddes, at the joint SNC-PASCO banquet. and many anonymous reviewers.
机译:将来自符号和数字计算的思想结合的算法在过去十年中的兴趣越来越多。当应用于不精确的值时,不仅可以进行计算机代数的通常算法,但分析设置本身允许允许许多新问题。这将与数学计算中不断增长的速度,准确性和可靠性越来越大,加速了模糊的过程,模糊了两个研究领域之间的区别,以前是完全分开的。 >本车间的目标是支持这种符号和数字计算的相互作用和集成。本系列的早期会议包括在索菲亚安特多洛斯,法国举行的 Snap 96 研讨会,以及在中国西安举行的 SNC 2005 会议。在传统之后,象征性 - 数字计算2007 将于2007年7月25日至27日在加拿大举行。 SNC 2007 与符号和代数计算(ISSAC 2007)附属于。与此研讨会共处是Pasco 2007,The 2007国际符号计算国际研讨会。 SNC和 Pasco 在伦敦西安大厦伦敦的 Issac 2007年第会议之前立即举行。 Issac 2007 在加拿大滑铁卢附近进行。 >文件从符号数字计算的所有领域招揽贡献,包括:混合符号 - 数字算法 近似多项式gcd和分解 求解多项式系统的符号数值方法 结果和结构矩阵符号数字计算 < LI>符号数字计算的微分方程 几何计算的符号数值方法 符号数值算法中的代数几何形状 符号数字算法非线性优化 数值集合和GROBNER基础的数值计算符号 - 数字算法 模型构造的实现近似代数算法(例如数字稀疏插值,近似Buchberger-Moeller算法) 符号数字计算的应用。 > i n回复,收到38份提交:9个扩展摘要和29个全文。该计划委员会收集了113份裁判报告 - 平均每份提交三次。经过仔细考虑,接受了9篇延伸的9个延伸摘要和19个中的6个。此外,我们感谢大多数受邀发言人也贡献了全文。我们邀请的演讲者Anthony Kennedy是与帕斯科的联合,我们也分享了我们的晚餐扬声器,Keith Geddes,在联合SNC-Pasco宴会。和许多匿名评论者。

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