summer school for undergrad's

Program listed below;
Aim is preparation for graduate exam.
@ nesin matematik koyu, Turkey, 2012, (july to september).
valid for 2012 summer
  
Lisansustu yeterlilik sinavina hazirlanmak isteyen ya da eksiklerini gidermek isteyen matematik ogrencileri icin.
9 Temmuz - 2 Eylul 2012 arasi.
TUBITAK desteginden yararlanmak isteyen lisansustu ogrencileri iki gun icinde http://matematikkoyu.org/tr/2012_tmd_grad adresine basvurmalilar.
Lutfen dagitin.
Tesekkurler.
Dersler (Katilimcilar Koy'de acilacak ve henuz yayimlanmayan ama birkac gun icinde yayimlanacak diger derslere de girebilirler)


Yuksek Lisans Cebir Programi
Gurp Teorisi - Yard. Doc. Dr. Ozlem Beyarslan
Halkalar Teorisi - Yard. Doc. Dr. Ozlem Beyraslan
Halkalar ve Moduller - Prof. Dr. Ali Nesin
Lineer Cebir - Prof. Dr. Ali Nesin
Cisimler Kuramı - Yard. Doc. Dr. Ozlem Beyarslan
Tansorler - Prof. Dr. Ali Nesin


Yuksek Lisans Reel Analiz Programi
Olcum Kurami - Yard. Doc. Dr. Kemal Ilgar Eroglu
Integral - Yard. Doc. Dr. Kemal Ilgar Eroglu
Karmasik Integral - Prof. Dr. Yusuf Unlu
Carpim Olcumu, Fubini, Lebesgue - Prof. Dr. Safak Alpay
Olcumleri Ayristirmak - Prof. Dr. Safak Alpay
L^p Uzaylari - Prof. Dr. Zafer Ercan
Reel Analiz Problemleri - Prof. Dr. Zafer Ercan


Yuksek Lisans Karmasik Analiz Programi
Karmasik Analizin Temelleri - Prof. Dr. Mehmet Sait Eroglu
Integral I - Prof. Dr. Mehmet Sait Eroglu
Integral II - Prof. Dr. Naime Ekici
Arguman Ilkesi - Doc. Dr. Ugur Gul
Maksimum Modulus Ilkesi - Doc. Dr. Ugur Gul
Meromorfik Fonksiyonlar - Doc. Dr. Ali Ozgur Kisisel
Analitik Devamlilik - Doc. Dr. Ali Ozgur Kisisel
Riemann Mapping Teoremi - Prof. Dr. Dogan Donmez


Yuksek Lisans Geometri Programi
Diferansiyel Cokyuzluler - Yard. Doc. Dr. Kemal Ilgar Eroglu
Vektor Alanlari, Teget Uzay - Yard. Doc. Dr. Kemal Ilgar Eroglu
Çokkatlılar Üzerine Tensörler ve Tensör Alanları - Doc. Dr. Murat Limoncu
Integral Alma - Doc. Dr. Ferit Ozturk


Yuksek Lisans Topoloji Programi
Temel Topoloji - Prof. Dr. Ali Nesin
Tikizlik - Prof. Dr. Ali Nesin
Bagintililik - Prof. Dr. Yusuf Unlu
Ayrisma Ozellikleri - Prof. Dr. Yusuf Unlu
Ileri Topoloji - Doc. Dr. Ali Ozturk
Topoloji Problemleri - Prof. Dr. Eduard Emelyanov

If you read this...

If you read this, follow this blog...
The following question is from there;

We all heard this paradoxical statement:

This statement is false.

Or a variation:

True or False: The correct answer to this question is ‘False’.

Recently we received a link to the following puzzle, which is similar to the statement above, but has a cute probabilistic twist:

If you choose an answer to this question at random, what is the chance you will be correct?

1. 25%
2. 50%
3. 60%
4. 25%

There are four answers, so you can choose a given answer with probability 25%. But oops, this answer appears twice. Is the correct answer 50%? No, it is not, because there is only one answer 50%. You can see that none of the answers are correct, hence, the answer to the question—the chance to be correct—is 0. Now is the time to introduce our new puzzle:

If you choose an answer to this question at random, what is the chance you will be correct?

1. 25%
2. 50%
3. 0%
4. 25%