Difference between revisions of "Template:Asian mathematicians"
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blackwiki>VivaEmilyDavies (now includes Georgian) |
(add Vietnamese mathematicians) |
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[[:Category:Arab mathematicians|Arab]] | [[:Category:Australian mathematicians|Australian]] | | [[:Category:Arab mathematicians|Arab]] | [[:Category:Australian mathematicians|Australian]] | | ||
| − | [[:Category:Azerbaijani mathematicians|Azerbaijani]] | [[:Category:Chinese mathematicians|Chinese]] | [[:Category:Georgian mathematicians|Georgian]] <br> [[:Category:Hong Kong mathematicians|Hong Kong]] | [[:Category:Indian mathematicians|Indian]] | [[:Category:Iranian mathematicians|Iranian]] | [[:Category:Israeli mathematicians|Israeli]] | + | [[:Category:Azerbaijani mathematicians|Azerbaijani]] | [[:Category:Chinese mathematicians|Chinese]] | [[:Category:Georgian mathematicians|Georgian]] <br> [[:Category:Hong Kong mathematicians|Hong Kong]] | [[:Category:Indian mathematicians|Indian]] | [[:Category:Iranian mathematicians|Iranian]] | [[:Category:Israeli mathematicians|Israeli]] | [[:Category:Japanese mathematicians|Japanese]] <br> [[:Category:New Zealand mathematicians|New Zealand]] | [[:Category:Russian mathematicians|Russian]] | [[:Category:Turkish mathematicians|Turkish]] | [[:Category:Vietnamese mathematicians|Vietnamese]] |
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! bgcolor=#ccccff align=center | '''Other continents: [[:Category:Egyptian mathematicians|Africa]] | [[:Category:American mathematicians|Americas]] | [[:Category:British mathematicians|Europe]]''' | ! bgcolor=#ccccff align=center | '''Other continents: [[:Category:Egyptian mathematicians|Africa]] | [[:Category:American mathematicians|Americas]] | [[:Category:British mathematicians|Europe]]''' | ||
Revision as of 21:57, 6 June 2005
| Mathematicians from Asia and Oceania by nationality |
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Arab | Australian |
Azerbaijani | Chinese | Georgian |
| Other continents: Africa | Americas | Europe |
This category is for [[{{{1}}}|{{{2}}}]] mathematicians. Mathematicians can also be browsed by field and by period. The root category for mathematicians is here.
