回复 全回 转寄 删除 上一封 下一封 返回 发件人: no-reply@arxiv.org 存入地址簿 阻止发信人 加入过滤器 收件人: chen@nankai.edu.cn 抄送: 邮件主题: 0711.3386 password (SAVE) 发件日期: Wed, 21 Nov 2007 09:48:40 -0500 看信件原文 打印信件 来信内容: 选择内码:from:GBKGB2312BIG-5UTF-8 to:GBKBIG-5UTF-8 *** SAVE THIS MESSAGE FOR FUTURE REFERENCE *** (and forward to any collaborators for safekeeping) Your user/password combination for this article is User-ID: 0711.3386 Password: 3btpf You will need this ID/password pair to do any of the following: - to check the article before it is announced - to cross-list the article - to add publication information - to replace the article with a revised version Keep this password safe -- all future replacements will require it. If you submit this article to an overlay journal based on arXiv you may need to supply the following identifier to allow the collaborating service to track your submission: arXiv:tracking/b1d0e9213e787d8f ------------------------------------------------------------------------------ \\ arXiv:0711.3386 From: William Y. C. Chen Date: Wed, 21 Nov 2007 14:48:33 GMT (10kb) Title: Converging to Gosper's Algorithm Authors: William Y. C. Chen, Peter Paule and Husam L. Saad Categories: math.CA math.CO Comments: 13 pages MSC-class: 33F10; 05A19 \\ Given two polynomials, we find a convergence property of the GCD of the rising factorial and the falling factorial. Based on this property, we present a unified approach to computing the universal denominators as given by Gosper's algorithm and Abramov's algorithm for finding rational solutions to linear difference equations with polynomial coefficients. \\ 回复 全回 转寄 删除 上一封 下一封 返回 -------------------------------------------------------------------------------- Copyright ? 1999 - 2004 eYou.net. All Rights Reserved