MSC2010是2010年修订的数学主题分类(Mathematics Subject Classification,MSC),,美国《数学评论》(Mathematical Reviews)和德国《数学文摘》(Zentralblatt MATH )编辑部已经决定从2010年6月开始使用新修订的2010版分类标准,详细情况请看下面的通告,也可以从以下网址直接下载MSC2010的pdf文档(正文114页)。笔者曾经得到MR当时执行总编辑的同意,将MSC2000翻译成中文,有MSC2000中译本的朋友们,可以通过美国数学会网站(http://www.ams.org/mathscinet/msc/msc2010.html),实现MSC2000 TO MSC2010或者MSC2010 TO MSC2000的转化,也可以以下附属的参考2表。
MSC2010
2009-09-29
Mathematical Reviews (MR) and Zentralblatt MATH (Z-MATH) collaborate in maintaining the Mathematics Subject Classification (MSC), which is used by these reviewing services and many others to categorize items in the mathematical sciences literature. The MSC has undergone a general revision, with some additions, changes, and corrections, to create MSC2010, the successor to MSC2000, the scheme for the past 10 years. MR and Z-MATH carefully considered input received from the community in recent years, especially since the announcement of the projected revision in December 2006, and used it in the preparation of their joint MSC revision. As anticipated, there are no changes at the two-digit level but refinements have been made at the three- and five-digit levels. With July 2009 MR and Z-MATH started to use MSC2010 as their classification scheme.
MR and Z-MATH welcome and encourage community adoption of MSC2010. Comments can be submitted through the Web form found at http://msc2010.org/feedback or by email to feedback@msc2010.org. All information about MSC2010 is jointly shared by MR and Z-MATH.
The Editors and their staffs wish to express their gratitude to the numerous members of the community for their assistance in this lengthy revision process.
Category theory; homological algebra For commutative rings see 13Dxx, for associative rings 16Exx, for groups 20Jxx, for topological groups and related structures 57Txx; see also for algebraic topology
Special functions [(33-XX deals with the properties of functions as functions)} For orthogonal functions, see 42Cxx; for aspects of combinatorics see 05Axx; for number-theoretic aspects see 11-XX; for representation theory see 22Exx]
Integral transforms, operational calculus For fractional derivatives and integrals, see 26A33. For Fourier transforms, see . For integral transforms in distribution spaces, see 46F12. For numerical methods, see 65R10