[MD-sorular] sonsuz toplam

[Omer Kucuksakalli]

Wikipedia'ya cok guvenmemek lazim. Bahsettiginiz cumleden
bir onceki oldukca abuk bir onerme mesela.

Genel terimi (-1)^n olan serinin toplaminin 0'dan kucuk
oldugunu soyluyor.

Omer Kucuksakalli

--- Barýþ Demir <barisburcin at gmail.com> wrote:

> http://en.wikipedia.org/wiki/Dirichlet's_test
> 
>  
> 
> Adresinde 
> 
> "Another corollary is that \sum_{n=1}^\infty a_n \sin
> nconverges whenever
> {an} is a decreasing sequence that tends to zero" 
> ifadesi sanýrým beni
> doðruluyor.
> 
>  
> 
> From: ali nesin [mailto:anesin at bilgi.edu.tr] 
> Sent: Wednesday, May 16, 2007 7:14 PM
> To: 'Barýþ Demir'; MD-sorular at matematikdunyasi.org
> Subject: RE: [MD-sorular] sonsuz toplam
> 
>  
> 
>  
> 
> b_n = 1/n olsun.
> 
> a_n = 1 olsun.
> 
> "Dirichlet teoremi" diye yazdiginiz dogru olmuyor.
> 
> Herhalde "alternating seriler"den sozediyorsunuz.
> 
> Ali
> 
>  
> 
>   _____  
> 
> From: md-sorular-bounces at matematikdunyasi.org
> [mailto:md-sorular-bounces at matematikdunyasi.org] On
> Behalf Of Barýþ Demir
> Sent: Wednesday, May 16, 2007 5:59 PM
> To: MD-sorular at matematikdunyasi.org
> Subject: [MD-sorular] sonsuz toplam
> 
>  
> 
> 
> 
> > _______________________________________________
> MD-sorular mailing list
> MD-sorular at matematikdunyasi.org
> http://matematikdunyasi.org/mailman/listinfo/md-sorular
> 



       
____________________________________________________________________________________Luggage? GPS? Comic books? 
Check out fitting gifts for grads at Yahoo! Search
http://search.yahoo.com/search?fr=oni_on_mail&p=graduation+gifts&cs=bz