Topics and Lectures
Geometry, reduction and quantization
•Geometry of Dirac structures
Henrique Bursztyn
(IMPA, Brazil)
•Cohomological formulae for the equivariant index of a transversally
elliptic operator
Paul-Emile Paradan
(Montpellier, France)
• Holomorphic structures and unitary connections on Hermitian vector bundles
Florent Schaffhauser
(Keio, Japan)
Multizeta, polylogarithms and periods in quantum field theory
• Iterated integrals in quantum field theory
Francis Brown
(Paris VII, France)
• A Prologomon to Renormalization
Sylvie Paycha
(Clermont-Ferrand, France)
• Introduction to Feynman integrals
Stefan Weinzierl
(Mainz, Germany)
Abstract: In this course I will discuss Feynman integrals. In the beginning basic concepts and standard techniques are discussed. In the second part more advanced concepts like polylogarithms, shuffle algebras and periods are covered
Geometry of quantum fields and the standard model
• Geometric issues in Quantum Field Theory and String Theory
Luis J. Boya
(Zaragoza, Spain)
• Geometric Aspects of the Standard Model and the Mysteries of Matter
Florian Scheck
(Mainz, Germany)
