Warning: Declaration of action_plugin_captcha::register(&$controller) should be compatible with DokuWiki_Action_Plugin::register(Doku_Event_Handler $controller) in /homepages/3/d170528928/htdocs/dokuwiki/lib/plugins/captcha/action.php on line 15

Warning: Declaration of action_plugin_translation::register(&$controller) should be compatible with DokuWiki_Action_Plugin::register(Doku_Event_Handler $controller) in /homepages/3/d170528928/htdocs/dokuwiki/lib/plugins/translation/action.php on line 204

Warning: Declaration of action_plugin_wrap::register(&$controller) should be compatible with DokuWiki_Action_Plugin::register(Doku_Event_Handler $controller) in /homepages/3/d170528928/htdocs/dokuwiki/lib/plugins/wrap/action.php on line 148

Warning: Cannot modify header information - headers already sent by (output started at /homepages/3/d170528928/htdocs/dokuwiki/lib/plugins/captcha/action.php:15) in /homepages/3/d170528928/htdocs/dokuwiki/inc/auth.php on line 384

Warning: preg_replace(): The /e modifier is no longer supported, use preg_replace_callback instead in /homepages/3/d170528928/htdocs/dokuwiki/inc/auth.php on line 670

Warning: preg_replace(): The /e modifier is no longer supported, use preg_replace_callback instead in /homepages/3/d170528928/htdocs/dokuwiki/inc/auth.php on line 670

Warning: preg_replace(): The /e modifier is no longer supported, use preg_replace_callback instead in /homepages/3/d170528928/htdocs/dokuwiki/inc/auth.php on line 670

Warning: Cannot modify header information - headers already sent by (output started at /homepages/3/d170528928/htdocs/dokuwiki/lib/plugins/captcha/action.php:15) in /homepages/3/d170528928/htdocs/dokuwiki/inc/actions.php on line 203
pg3003:bijection_de_n_n_vers_n - Wiki Jeux et Mathématiques
Wiki Jeux et Mathématiques

Ensembles

Bijection de N^n vers N - Partie I - Partie II - Partie III

Partie II –   $ 2^{n-2} $ bijections de $\mathbb N $ vers $\mathbb N^n $

Les règles seront données sous la forme d'une suite de $ n - 2 $ chiffres 0 et 1, séparés par des espaces. Le nombre de règles différentes est donc $ 2^{n-2} $ qui correspondent à autant de bijections différentes.


$n =$    Règles $r =$ 1 1

$x =$ $\in \mathbb N $          ntuple $ = $ $\in \mathbb N^n $  

  



Warning: preg_replace(): The /e modifier is no longer supported, use preg_replace_callback instead in /homepages/3/d170528928/htdocs/dokuwiki/inc/auth.php on line 670
Please fill or disable this placeholder (:wiki:navigation_sidebar) ]
QR Code: URL of current page
Sauf mention contraire, le contenu de ce wiki est placé sous les termes de la licence suivante : GNU Free Documentation License 1.3