Raimar WULKENHAAR - Solvable Dyson-Schwinger Equations
Raimar Wulkenhaar: Topological recursion of scalar fields in noncommutative geometry
Raimar Wulkenhaar: Exact solution of a four-dimensional field theory
How topological recursion organises quantum fields on noncommutative geometries part 2
Raimar Wulkenhaar - Scalar quantum fields on 4-dimensional noncommutative geometry
How topological recursion organises quantum fields on noncommutative geometries part 3
Corfu2021 - NC - 210923 02 - Wulkenhaar - Schomerus - Castellani - Chatzistavrakidis
International Conference in Number Theory and Physics - Raimar Wulkenhaar
From noncommutative field theory towards topological recurrence.
Quantum fields on noncommutative geometries
QUANTUM FIELDS ON NONCOMMUTATIVE GEOMETRIES
Stationary Descendents and the Discriminant Modular Form (part 1 of 2) | Adam Afandi
Alexander Hock: Non-perturbative results of a just-renormalisable model
Stationary Descendents and the Discriminant Modular Form (part 2 of 2) | Adam Afandi
Alexander HOCK - Solution of ϕ44 on the Moyal Space
Harald Grosse: Non commutative quantum field theory 1
Topological Recursion - 5/8
David Kyed: The Podleś spheres converge to the sphere
Harald Grosse: Non commutative quantum field theory 4
Axel de Goursac: Noncommutative Supergeometry and Quantum Field Theory
Kohei Iwaki - Topological Recursion, Painlevé Equation, Exact WKB and Resurgence
CFT 2023 Lecture 14 - Schwinger-Dyson Equations
International Conference in Number Theory and Physics - Opening - Michael Berry
David Vercauteren--The Polyakov Loop in the Gribov Zwanziger Formalism(Day 4)
Twisted real structures for spectral triples
