Diff for ''

Revision 9
Author:
black
Time:
2022-10-16 02:30
Revision 1
Time:
2024-06-13 22:19
Deletions are marked like this. Additions are marked like this.
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<div class="thumbinner">
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# Oblubene definicie pana Fialu na ustnej

<{ForumPost(poster="MIKI", timestamp=2006-05-29 12:46:36)}>
Cafte ludia no ak vam mozem poradit, tak sa urcite naucte tieto 2 definicie:
  
1)Bazicke pripustne riesenie *
2)Simplexova tabulka
  
bo minuly rok sa na tom dost vyhadzovalo.
  
* Dostal skoro kazdy, ked tam isiel po prvy krat.
  
Tak vela stastia na skuske.
<{/ForumPost}>

<{ForumPost(poster="tutchek", timestamp=2006-05-29 13:51:17)}>
a dukaz vety o dualite ktera je jeho oblibena (nedivme se, kdyz uz se nauci dukaz ve kterem se misty vyskytuji pismenka se ctyrmi indexy)
<{/ForumPost}>

<{ForumPost(poster="Che", timestamp=2006-05-29 16:17:00)}>

 > tutchek wrote:a dukaz vety o dualite ktera je jeho oblibena (nedivme se, kdyz uz se nauci dukaz ve kterem se misty vyskytuji pismenka se ctyrmi indexy)

Věta o dualitě - **co to je?** To se opravdu na LA II bralo? :shock: Buďto nás měl Tůma tak rád nebo mám tak spolehlivě děravou paměť :D
<{/ForumPost}>

<{ForumPost(poster="snail", timestamp=2006-05-29 23:38:32)}>
To bych taky rad vedel, nejak mi to nic nerika...a to jsem to na zkousku
fakt umel...no ted uz by to se mnou vypadalo jinak :oops:
<{/ForumPost}>

<{ForumPost(poster="Jakobicek", timestamp=2006-06-06 10:24:18)}>
veta o dualite na prednasce nebyla... jen ukazal horni odhad.. tj ze dualni ulohou lze aproximovat reseni puvodni ulohy. veta o dualite je ze reseni dualni ulohy je stejne jako reseni primarni ulohy.. dukaz n prednasce nebyl... nastesti:)
<{/ForumPost}>

<{ForumPost(poster="Bugger", timestamp=2006-06-11 21:17:05)}>

 > Che wrote:
 > > tutchek wrote:a dukaz vety o dualite ktera je jeho oblibena (nedivme se, kdyz uz se nauci dukaz ve kterem se misty vyskytuji pismenka se ctyrmi indexy)
 >
 >
 > Věta o dualitě - **co to je?** To se opravdu na LA II bralo? :shock: Buďto nás měl Tůma tak rád nebo mám tak spolehlivě děravou paměť :D

  
Pokud si dobre vzpominam, tak Tuma o lin. programku teho moc nemel...
<{/ForumPost}>

<{ForumPost(poster="Bugger", timestamp=2006-06-11 21:18:39)}>

 > MIKI wrote:Cafte ludia no ak vam mozem poradit, tak sa urcite naucte tieto 2 definicie:
 >
 > 1)Bazicke pripustne riesenie *
 > 2)Simplexova tabulka
 >
 > bo minuly rok sa na tom dost vyhadzovalo.
 >
 > * Dostal skoro kazdy, ked tam isiel po prvy krat.
 >
 > Tak vela stastia na skuske.

  
Diky za info. Proc ja v** se ucim ty semidefinitni matice a vetu o setrvacnosti, kdyz on chce blbe lin. prog... :)) :shock:
<{/ForumPost}>