206
Measure Theory and Lebesgue Integration
In most calculus courses, students are taught the theory of Riemann Integration. Although very useful, the Riemann integral has a number of shortcomings that can make it difficult/impossible to work with. In this course, we construct the Lebesgue integral and the measure-theoretic machinery that powers it.
Prerequisites
Preferably, a first course in analysis covering Riemann/ Riemann-Stieltjes. However, Calculus 1-2 and grasp of metric topology should suffice.
Syllabus
The syllabus will be uploaded to the class page.
Additional information
none
Teacher qualifications
not given
Latest Twitter post:
(1337764269) ThePain has updated their class: http://t.co/9HByAHG1 "A Player's Introductory Class to Competitive FPS E-Sports"
Top Reddit Post:
Organic Chemistry: First Vid is Up!
Latest WordPress Post:
There's a new, prettier traffic stats page for teachers!
Latest GitHub commit:
"fixed bug in registration that would not detect checked age confirmation checkbox"