Measure and Integral
This accessible introduction to the topic covers the theory of measure and integral, as introduced by Lebesgue and developed in the first half of the 20th century. It leads naturally to Banach spaces of functions and linear operators acting on them.
This material in Measure and Integral: Theory and Practice is typically covered in a graduate course and is almost always treated in an abstract way, w...
This accessible introduction to the topic covers the theory of measure and integral, as introduced by Lebesgue and developed in the first half of the 20th century. It leads naturally to Banach spaces of functions and linear operators acting on them.
This material in Measure and Integral: Theory and Practice is typically covered in a graduate course and is almost always treated in an abstract way, w...
