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 Date: 2011-09-30 05:00:08Analysis Functional analysis Themistocles M. Rassias Metric geometry Cauchy–Rassias stability Hyers–Ulam–Rassias stability Aleksandrov–Rassias problem Aleksandr Danilovich Aleksandrov Mathematical analysis Mathematics Functional equations |
 | N E WS L E T T ER OF THE EUROPEAN MATHEMATICAL SOCIETY S E M MDocID: 1pxZk - View Document |
 | UNIVERZITET U BEOGRADU ˇ MATEMATICKI FAKULTET Qusuay Hatim Eghaar AlqifiaryDocID: 15Fpr - View Document |
![4. Brush S G. The most-cited physicat-scierrces publications in the[removed]Science Cikaion Jr&x. Part 1, Current COnterrfs(20):7-17, 14 May 1990.](https://www.pdfsearch.io/img/80fb7b44338d17322e4d0ce98b41d23c.jpg "4. Brush S G. The most-cited physicat-scierrces publications in the[removed]Science Cikaion Jr&x. Part 1, Current COnterrfs(20):7-17, 14 May 1990.") | 4. Brush S G. The most-cited physicat-scierrces publications in the[removed]Science Cikaion Jr&x. Part 1, Current COnterrfs(20):7-17, 14 May 1990.DocID: 11hgQ - View Document |
 | Essays of an Information Scientist, Vol:5, p, Current Contents, #36, p.5-14, September 6, 1982 The 200 “Pure” Mathersmtisiam Most Cited iR 1978 and 1979,DocID: VVQM - View Document |
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