Lecture 01: Introduction: a non-measurable set

Measure Theory - Lecture 01: Introduction: a non-measurable set
Teacher: Claudio Landim
These lectures are mainly based on the books
"Introduction to measure and integration" by
S. J. Taylor published by Cambridge University
Press

There are many other very good books on the subject.
Here is a partial list:

M. E. Munroe
Measure and Integration, second edition
Addison-Wesley, 1971

Paul R. Halmos
Measure Theory
Graduate Text in Mathematics, volume 18
Springer, 1974

Walter Rudin
Principles of Mathematical Analysis
McGraw-Hill, 1987

Pedro Jesus Fernandez
Medida e integração.
IMPA, 2007

H. Royden,
Real Analysis.
New York: Collier Macmillan, 1988.

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