CIMPAICTP research school on Artin Lfunctions, Artin's primitive roots conjecture and applications Nesin Mathematics Village, Şirince, Turkey. May 29^{th}  June 9^{th} 2017 
Home  Courses  Notes  Lecturers  Schedule 
Groups and Representations  Monsurrò and QuéguinerMathieu 
Algebraic Number Theory  Ozman and Salerno 
Elliptic Curves  Stevenhagen and Talamanca 
Prime Numbers  Pappalardi and Pehlivan 
Lfunctions and zeta functions  Villegas, Voutier and Waldschmidt 
Week 1  

Monday  Tuesday  Wednesday  Thursday  Friday  
09.0009.50  Distribution of Primes I
Pappalardi 
Groups and Representations I Monsurrò 

Groups and Representations IV QuéguinerMathieu 
Introduction to the Riemann zeta function II Waldschmidt 

10.0010.50  
10.5011.10  BREAK  
11.1012.00  Elliptic Curves I Talamanca 
Elliptic Curves II Talamanca 
Groups and Representations III Monsurrò and QuéguinerMathieu 
Introduction to the Riemann zeta function I Waldschmidt 
Groups and Representations V QuéguinerMathieu  
12.1013.00  
13.0015.00  LUNCH  
15.0015.50  Algebraic Number Theory I Salerno 
Groups and Representations II Monsurrò 
Free Afternoon 

Algebraic Number Theory II Salerno  
16.0016.50 
Week 2  

Monday  Tuesday  Wednesday  Thursday  Friday  
09.0009.50  Algebraic Number Theory III Salerno 
Introduction to L functions IV Voutier 
Artin Conjecture, Hooley's Theorem and the Quasiresolution V Pehlivan 
LangTrotter Conjecture for Primitive Points V Stevenhagen 
Lfunctions and Motives VII Villegas 
10.0010.50  
10.5011.10  BREAK  
11.1012.00  Artin Conjecture, Hooley's Theorem and the Quasiresolution IV Pehlivan 
LangTrotter Conjecture for Primitive Points IV Stevenhagen 
Lfunctions and Motives VI Villegas 
Chebotarev Density Theorem IV Ozman 
Chebotarev Density Theorem V Ozman 
12.1013.00  
13.0015.00  LUNCH  
15.0015.50  Introduction to L functions III Voutier 
Lfunctions and Motives V Villegas 
Free Afternoon  Seminars  
16.0016.50 