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Convex
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Measure and Integration 17 - General Lebesgue Integral
In this lecture, we define Lebesgue integral of any measurable function in terms of nonnegative measurable functions. We also prove Lebesgue Dominated Convergence Theorem. Follow my website to get full lecture notes: https://sites.google.com/view/bsreddysrtmun/teaching/current-semester/measure-and-integration
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MathxMatrix on Instagram: "The Lebesgue integral: a smarter way to calculate the area under a curve. While the traditional Riemann integral (what we learn in school) breaks area into vertical strips, the Lebesgue integral breaks it into horizontal slabs. For "nice" functions, they give the same answer. But Lebesgue is more powerful-using Measure Theory to handle "pathological" or jagged functions where traditional calculus fails. Original creation by @abidebyreason (also on YT)"
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