02 Ph.D: Algebraic and Arithmetic Geometry, University Of Amsterdam 879 views

02 Ph.D. positions in Algebraic and Arithmetic Geometry, University Of Amsterdam.

 About the Project:

The Korteweg-de Vries Institute for Mathematics (KdVI) of the University of Amsterdam recruiting 2 PhD position in Algebraic and Arithmetic Geometry.

First project- Guided by Lenny Taelman, part of the ERC Consolidator grant ‘Zeta functions and Fourier–Mukai transforms’. This is a project directing to discover the delicate relations between two central areas of algebraic geometry, derived categories of coherent sheaves, and arithmetic algebraic geometry.

Second project- Guided by Arno Kret, part of the VIDI grant ‘Shimura varieties and the Langlands conjecture’. This project is about a study of the arithmetic of Shimura varieties modulo prime numbers, by using the Langlands-Kottwitz method.

Subject areas: Algebraic, Arithmetic Geometry and Mathematics or related fields.

Qualifications: Master’s degree in mathematics

Requirements:

1.  Strong background in algebraic geometry.
2. Brilliant writing and communication skills in English;
3. Commitment and a cooperative attitude.
4. Perform research on Algebraic and Arithmetic Geometry;
5. Experience in the research programme Algebra, Geometry and Mathematical Physics.
6. Experience in teaching is added benefit.

Application procedure:

Apply using the link given below the post. Deadline is 15 February 2021. Application must include following documents in a single PDF form.

• CV with motivational letter and which one of the two projects you choose.

• Copy of your Master’s or Bachelor’s thesis.

• Records of Bachelor and Master Courses (including grades).
• 2 recommendation letters.

 Salary: According to Collective Labour Agreement of Dutch Universities.

The salary will be €2,395 to €3,061 per month, depending upon the contract of 38 hours a week. Holiday allowance 8% and end-of-year bonus 8.3% extra.

Important Information: The probable starting date of the project is 1 September 2021