Back to site
Since 2004, our University project has become the Internet's most widespread web hosting directory. Here we like to talk a lot about web development, networking and server security. It is, after all, our expertise. To make things better we've launched this science section with the free access to educational resources and important scientific material translated to different languages.

Ipèrsurfas esferik ak 2-Type Gauss Map

Source: http://www.emis.de/journals/BAG/vol.39/no.1/14.html

Beiträge rele Zou Aljèb und jeyometri 
kontribisyon yo ba Aljèb ak Jewometri 
Vol. 39, 1 No, pp 169-179 (1998)

Bang-Yen Chen; Shi-ji Li

Depatman Matematik, Michigan State University 
East Lansing, Michigan 48824-1027, USA 
e-mail: bychen@math.msu.edu

Depatman Matematik, Sid Lachin Nòmal Inivèsite 
, 510631 Guangzhou Lachin 
e-mail: lisj@scnu.edu.cn


Abstract: BY Chen ak P. Piccinni pwouve nan [7] ki ipèrsurfas esferik gen 1-kalite Gauss kat jeyografik si e sèlman si yo gen konstan deviation vle di ak konstan deviation Schaller. Anplis, yo te pwouve ke gen yon egziste kodimansyon 2 kontra enfòmèl ant esferik Einstein submanifold ki te gen 2-kalite Gauss kat jeyografik epi ki tou te gen deviation konstan vle di ak konstan longè nan fòm dezyèm fondalnatal.Nan contrast, nou pwouve ke nan atik sa a ke chak ipèrsurfas kontra enfòmèl ant esferik ak 2-kalite Gauss kat jeyografik se ki pa Peye-Einsteinian e li te deviation ki pa Peye-konstan vle di ak ki pa Peye-konstan longè nan fòm dezyèm fondalnatal.

Keywords: esferik ipèrsurfas; 2-kalite Gauss kat jeyografik; ki pa Peye-konstan deviation vle di

Klasifikasyon (MSC91): 53C4053C42

Full text of atik la:

Published (Last edited): 31-01-2012