Mohamed MBEHOU

Summary:
 

Cécile Armana

Summary: We will present global aspects of algebraic number theory:
• Rings of integers, Dedekind rings
• Splitting  of  prime  ideals  (inertia  degree,  ramification),  ideal class  group  and
class number, case of Galois extensions (decomposition group, inertia group),
• Fundamental examples : number fields, quadratic fiels, cyclotomic fields
• Hilbert class field

 

Christian Maire

Summary: We will present local/glboal aspects:
• p-adic valuation and completion of Q,
• analysis in Q_p,
• algebraic extensions of Q_p,
• Hilbert symbol,
• Hass-eMinkowski Theorem.

 

Khouider Boualem

Marília Pires
 

Juan Tinguaro Rodríguez González
 

Tarek Sellami

Summary:
 

Mohamed MBEHOU

Summary:
 

Patrick Tchepmo Djomegni

Summary:
 

Athanase Papadopoulos