Lecture 1: Asymptotic series: introduction and motivation.12 September 2017
Lecture 2: Borel summation.19 September 2017
Lecture 3: Asymptotic evaluation of integrals.26 September 2017
Lecture 4: Hyperasymptotics and resurgence.
Lecture 5: WKB approximation, turning points and Stokes geometry for linear ODEs.10 October 2017
Lecture 6: Phase integral methods in non-stationary, scattering and eigenvalue problems.17 October 2017
Lecture 7: Anharmonic Oscillator.24 October 2017
Lecture 8: Nonlinear connection problems.
Lecture 9: Effective action and derivative expansion.7 November 2017
Lecture 10: Analytic continuation of path integrals.14 November 2017
Lecture 11: Path integrals with multiple zero modes.21 November 2017
Lecture 12: Complex saddle points in path integrals.
Exam and Presentation of the Projects.