Till innehåll på sidan

Elis Rislund: Asymptotiska Metoder

Bachelor Thesis

Tid: To 2024-06-13 kl 10.30 - 11.30

Plats: Cramer room

Respondent: Elis Rislund

Handledare: Rikard Bögvad

Exportera till kalender


This report gives an introduction to asymptotic methods in analysis. The report begins with a short description of asymptotic series and then continues with a study of the asymptotic behaviour of Laplaceintegrals and Fourierintegrals with the help of Laplace’s method and Kelvin-Stokes’ method of constant phase. In particular we give a derivation of Stirling’s formula. The report ends with a few concrete applications of Riemann’s method for mixed integrals.