Projects

The deadline for choosing a topic and supervisor is February 8th.  Below is a list of suggested projects, but you may also contact other possible supervisors. Send an e-mail to Kris Shaw, with your supervisor CC'd, about your decision.

 

Supervisor Contact details Project
Ole Fredrik Brevig obrevig@math.uio.no

A family of Hilbert-type inequalities

Description

Karoline Moe karoline.moe@ub.uio.no

9-27-72 (Cubic curves in the plane)

Description

Karoline Moe karoline.moe@ub.uio.no

The Klein quartic and its n-Weierstrass points 

Description

Alexander Mueller-Hermes muellerh@math.uio.no

The 36 quantum officers of Euler 

Description

Alexander Mueller-Hermes muellerh@math.uio.no

Positive maps on low-dimensional matrix algebras

Description

Peter H.C. Pang ptr@math.uio.no

Tauberian Theorems

Description

Tuyen Trung Truong tuyentt@math.uio.no

Solving systems of polynomials,  symbolically

Description

Tuyen Trung Truong tuyentt@math.uio.no

Solving systems of polynomials,  numerically

Description

Tuyen Trung Truong tuyentt@math.uio.no

Optimization in small scale

Description

Tuyen Trung Truong tuyentt@math.uio.no

Optimization in large scale and Deep Learning

Description

Ola Isaac H?g?sen M?hlen olamaeh@math.uio.no

The Fourier transform on Lp spaces

(supervision over zoom)

Description

Ola Isaac H?g?sen M?hlen olamaeh@math.uio.no

The uniqueness and existence of solutions to nonlinear PDEs

(supervision over zoom)

Description

Chi Ho Yuen chihy@math.uio.no

Counting lattice points in polytopes

Description

Chi Ho Yuen chihy@math.uio.no

Chip firing and its ideals

Description

Makoto Yamashita makotoy@math.uio.no

Expander graphs from property (T) groups

Description

Makoto Yamashita makotoy@math.uio.no

Numerical Estimates of random matrices

Description

 

J?rgen Rennemo jorgeren@math.uio.no

Two dimensional topological quantum field theories

Description

Ulrik Skre Fjordholm ulriksjf@math.uio.no

Proving existence of solutions to non-linear PDEs

Description

Arne B. Sletsj?e  arnebs@math.uio.no

Pell's equation

Description

Arne B. Sletsj?e arnebs@math.uio.no

Dividing the circle and lemniscate

Description

     

 

Published Jan. 12, 2023 10:57 AM - Last modified Feb. 1, 2023 2:32 PM