The NT-AG "lunch" seminar: Shaul Zemel "Hecke operators"

Mon, 12/04/202113:00-14:00
Repeats every week every Monday until Sun Apr 18 2021
Ross 70 & ZOOM
Next meeting:  Mon, 12 April 2021, 13-14 
Speaker: Shaul Zemel
Title:  Hecke operators 
Place:  Ross 70  with a live broadcast via  ZOOM
Meeting ID: 867 2583 7215
Passcode: 620671


All the information about the seminar will appear on Ari's website:

and moodle page


Dear all, 

The Number Theory-Algebraic Geometry "lunch" seminar (80943) this semester will be a student's learning seminar on Galois representations and modular forms
Our intention is to make accessible to motivated master and PhD students, and that most of talks will  be given by students or post-docs. HUJI students can register
and get a credit for this

Students with background in either number theory or algebraic geometry are encouraged to attend, and especially encouraged to give talks. Please contact one of us
if you are interested in giving a talk.  


Ari and Yakov. 

Description: The ultimate goal for the semester is to understand Deligne's construction of Galois representations associated with modular forms of even weight.  We will start at the beginning, by defining modular forms, modular curves, Hecke operators, and then discuss Galois representations, L-functions, and the Eichler-Shimura relation.
We will use the geometry of modular curves, and the formalism of etale cohomology (which we will go over), to attach a Galois representation to each modular form of even weight, so that the L-function of the Galois representation agrees with the L-function of the modular form.

References: Our main reference will be