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YAST : Yet Another Sizing Tool : go to the Add_forms to nourish the YAST : free art software [ ABOUT_&_DISCLAIMER | GAZE_FULLSCREEN | MAP | CONTACT_ | GUESTBOOK | YAST_GNU/GPL] [ Add_HDTEXTS | Add_IMAGES | Add_WWWIMAGES | Add_TEXTS | Add_URLS | Add_MUSEUM ] [ YARVBT | view_p4's_YAIT | p4's_id | Galer(y)ie |Fresh_Colors | TxT_disorder | YAAA(scii)T | Add_ASCII] |
cleaned:July 21st 2003
next YAST
cleaning up
will occur around
end of august 2003
next random target :
YOUR CHOICE !
:--->
add a Museum !
winner Museum
or 3rd YAST !
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Sachant depuis Euler que el = Slk/k!, on montrera facilement que l'espérance E(X) de la loi de Poisson de paramètre l est l lui-même, puis que E(X2) = l + l2, donc que la variance est aussi égale à l puisque V(X) = E(X2) - [E(X)]2. On peut aussi démontrer que : si X et Y sont régies par des lois de Poisson indépendantes de paramètres l1 et l2, alors leur somme suit une loi de Poisson de paramètre l1 + l2.