Hadamard regularized this operation under certain conditions by dropping divergent terms. Measure theory is used in Lebesgue's [le-bays] theory of this operation, and Fubini's theorem states that its order in iterated versions can be changed. For pro
Hadamard regularized this operation under certain conditions by dropping divergent terms. Measure theory is used in Lebesgue's [le-bays] theory of this operation, and Fubini's theorem states that its order in iterated versions can be changed. For products of functions, this operation is often done(*) "by parts." Simpson's Rule approximates this process using trapezoids, while Bernhard Riemann devised a method using rectangles. The "definite" kind of this process finds the area under a curve. For 10 points, name this mathematical technique, the opposite of differentiation.
Hadamard regularized this operation under certain conditions by dropping divergent terms.