arXiv.org > upload status Search or Article-id(Help | Advanced search) All papers Titles Authors Abstracts Full text Help pages Your submission math.chen7.29703 was accepted. You can view this submission or make changes to it, by logging on with your current username and password. If you would like to grant someone else (co-author, administrative assistant, ...) the authority to view or change this article you will need the article-id/password pair specific to this submission. The article id and password pair for this submission is Article-id: 0708.3623, Article password: zy8v7 (access still password restricted) Abstract will appear in mailing scheduled to begin at 20:00 Monday US Eastern time (i.e., Tue 28 Aug 07 00:00:00 GMT). The above article-id/password combination is necessary if you expect to permit others to update this submission with web replaces, modifications, addenda, or errata: be sure to save it. An e-mail message with this information is also on the way to your registered address: chen@nankai.edu.cn After reading all of the below, be certain to verify also your HTML Abstract and PDF and/or PostScript, Your title and abstract will appear in the next mailing exactly as below. (Except possibly for the NUMBER which IS NOT OFFICIAL until the next mailing of abstracts [20:00 US Eastern time (EDT/EST) Sun - Thu] -- it cannot be used to cross-list to other archives [e.g., from cs to math or physics] until after that time.) To correct any problems, you MUST replace NOW. Replacements on the same day (until the 16:00 US Eastern time deadline Mon-Fri) do not generate a revised date line, so do not hesitate to replace submission until everything is perfect (including removal of any extraneous files). ------------------------------------------------------------------------------ \\ arXiv:0708.3623 From: William Y. C. Chen <chen@nankai.edu.cn> Date: Mon, 27 Aug 2007 15:03:23 GMT (7kb) Title: Derangements and Relative Derangements of Type $B$ Authors: William Y.C. Chen and Jessica C.Y. Zhang Categories: math.CO Comments: 7 pages \\ By introducing the notion of relative derangements of type $B$, also called signed relative derangements, which are defined in terms of signed permutations, we obtain a type $B$ analogue of the well-known relation between relative derangements and the classical derangements. While this fact can be proved by using the principle of inclusion and exclusion, we present a combinatorial interpretation with the aid of the intermediate structure of signed skew derangements. \\ ------------------------------------------------------------------------------ Contains: signed-sd-s.tex: 22026 bytes Stored as: 0708.3623.gz (7kb) Warnings: Author 1: William Y.C. Chen Author 2: Jessica C.Y. Zhang -> Number of authors = 2 Contact