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Difference between revisions of "AoPS Wiki:Article of the Day"

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{{shortcut|[[A:AOTD]]}}
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{| style='background:#ffeeee;border:1px solid black;width:100%;' class='wikitable'
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AoPSWiki has an Article of the Day (AoTD) system, which recognizes the articles on the AoPSWiki which cover mathematical topics most comprehensively and accurately.
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|+ style='text-align:center;font-size:20px;background:#33FF33;border:none;' | Temperal
 
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Today's featured article is '''complex number''':
 
  
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<font color="#B2B7F2" style="font-size:40px;">“</font>The '''complex numbers''' arise when we try to solve [[equation]]s such as <math> x^2 = -1 </math>.
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The AotDs are picked by the [[A:ADMIN|administrators]] of the AoPSWiki, but members can suggest AotDs by leaving a message on the talk page of either [[User talk:Azjps|azjps]] or [[User talk:Temperal|Temperal]].
  
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We know (from the [[trivial inequality]]) that the square of a [[real number]] cannot be [[negative]], so this equation has no solutions in the real numbers. However, it is possible to define a number, <math> i </math>, such that <math> i = \sqrt{-1} </math>.  If we add this new number to the reals, we will have solutions to <math> x^2 = -1 </math>.  It turns out that in the system that results... <font color="#B2B7F2" style="font-size:40px">”</font> [[complex number|[more]]]
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You can include the current AotD on your userpage with
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  <nowiki>{{AotD}}</nowiki>
  
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[[User:Temperal/aotd/archive|Past AotD's found here.]]
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==Current AotD==
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The current AotD is:
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{{AotD}}
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[[AoPSWiki:Article of the Day/Archive|Past AotDs]]
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[[Category:AoPSWiki|Article of the Day]]

Latest revision as of 20:33, 11 December 2007

Shortcut:

AoPSWiki has an Article of the Day (AoTD) system, which recognizes the articles on the AoPSWiki which cover mathematical topics most comprehensively and accurately.

The AotDs are picked by the administrators of the AoPSWiki, but members can suggest AotDs by leaving a message on the talk page of either azjps or Temperal.

You can include the current AotD on your userpage with 

{{AotD}}

Current AotD

The current AotD is:

Inactive.

Past AotDs

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