Selamlar,<br><br>AMS Notices'in bu sayisinda MathOverflow hakkinda bir yazi var:<br><br><a href="http://www.ams.org/notices/201006/rtx100600701p.pdf">http://www.ams.org/notices/201006/rtx100600701p.pdf</a><br><br>Iki ufak alinti:<br>
<br><div style="margin-left: 40px;">"Helping someone with his or her problem is satisfying, and it’s pleasant to find that somebody has taken the time to help with yours. It’s like a global math department tea."<br>
<br>"We know of cases where someone asked a question that arose in their research and got a satisfying answer within an hour, or even minutes [2]! The site launched in October of 2009, and questions have already led to research papers with the asker and answerer as coauthors."<br>
</div><br>Bahsi gecen "cay saatleri", sadece matematikte degil, bircok alanda bilginin en verimli sekilde aktarildigi zamanlar belki. Dersler, seminerler, vb., nedense iletisimi zorlastiran bir resmiyet perdesi arkasindan sunuyor bilgileri. Siteyi cok yakindan takip etmiyorum ama arada baktigimda bu "cay saati" benzetmesini hakli cikartacak yorumlar gordum hep. Basit, eglenceli bir ornek; iki sayinin buyugu/kucugu icin verilen bir formulu hatirlama yolu:<br>
<br><a href="http://mathoverflow.net/questions/28438/mathematics-and-autodidactism/28448#28448">http://mathoverflow.net/questions/28438/mathematics-and-autodidactism/28448#28448</a><br><br>Sitede cok yogun aktivite oldugu icin takip etmek zor gorunebiliyor. Ilgilendiginiz konularin etiketlerine bir RSS okuyucusu ile "abone olmak" iyi bir cozum. (Bu tur seylerin nasil yapildigi hakkinda bilgi sahibi degilseniz dogrudan bana yazabilirsiniz.)<br>
<br>Selamlar,<br>Arkadas<br><br><br>2009/10/10 Gönenç Onay <<a href="mailto:g.onay@free.fr">g.onay@free.fr</a>>:<br>> cok guzelmis.<br>><br>> 2009/10/11 Arkadas Ozakin <<a href="mailto:arkadas@gmail.com">arkadas@gmail.com</a>>:<br>
>> Selamlar,<br>>><br>>> Bilgisayar programcilari arasinda populer bir soru/cevap sitesinin<br>>> (stackoverflow) matematikciler icin olan halini yapmislar. Matematikle<br>>> ilgili sorular soruluyor, uyeler cevap veriyor. Su an ana sayfadaki<br>
>> sorulardan bir ornek vereyim:<br>>><br>>> "What are some examples of compact Kaehler manifolds (or smooth<br>>> complex projective varieties) that are not isomorphic as complex<br>>> manifolds (or as varieties), but are isomorphic as symplectic<br>
>> manifolds (with the symplectic structure induced from the Kaehler<br>>> structure)? Elliptic curves should be an example, but I can't think of<br>>> any others. I'm sure there should be lots..."<br>
>><br>>> <a href="http://mathoverflow.net/questions/243/compact-kaehler-manifolds-that-are-isomorphic-as-symplectic-manifolds-but-not-as">http://mathoverflow.net/questions/243/compact-kaehler-manifolds-that-are-isomorphic-as-symplectic-manifolds-but-not-as</a><br>
>><br>>> Ana sayfa:<br>>><br>>> <a href="http://mathoverflow.net/">http://mathoverflow.net/</a><br>>><br>>> Site hakkinda:<br>>><br>>> <a href="http://mathoverflow.net/faq">http://mathoverflow.net/faq</a><br>
>><br>>> Boyle yuksek kalitede devam ederse cok faydali olabilir. Formul<br>>> destegi (LaTex) de ekleyeceklermis.<br>>><br>>> Arkadas<br>>> _______________________________________________<br>
>> Turkmath mailing list<br>>> <a href="mailto:Turkmath@listweb.bilkent.edu.tr">Turkmath@listweb.bilkent.edu.tr</a><br>>> <a href="http://yunus.listweb.bilkent.edu.tr/cgi-bin/mailman/listinfo/turkmath">http://yunus.listweb.bilkent.edu.tr/cgi-bin/mailman/listinfo/turkmath</a><br>
>><br>><br><br>