This school aims to strengthen the interface between continuum methods and lattice quantum field theory (QFT). The mathematical foundations of four topics frequently appearing at the forefront of current lattice QFT research will be explored:
- Modern use of unitarity constraints for phenomenology'
- Inverse problems and their applications to the lattice
- Foundations of quantum computing
- Resurgence and the need for non-perturbative methods''
These lectures will provide the participants with a deeper understanding of the underpinning concepts and will create opportunities for interdisciplinarity between lattice practitioners and specialists in these related fields. The school is aimed at advanced PhD students and early career postdocs.