A first course in measure theory, covering measure as a generalization of length, outer measure, sigma-algebras, measurability, construction of measures, Lebesgue measure on the real line, measurable functions and the Lebesgue integral. Additional topics may include and convergence theorems, product measures and Fubini Theorem. Three lecture hours per week. 06-01-2021-07-04-2021 Web Monday, Wednesday, Friday 11:30AM - 12:20PM, Room to be Announced
- Teacher: Maxim Burke