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==Lebesgue Integral==
==Lebesgue Integral==
The Lebesgue integral is usually introduced in late university or early postgraduate mathematics. It is naively described as rotating the Reimann integral, in that it is the range instead of the domain that is partitioned. An understanding of [[measure theory]] is required to understand this technique. Lebesgue integration is not taught in most religious schools, since its ability to integrate over almost any function and domain is deemed to be part of a '''liberal''' agenda to make integration "too accepting."
The Lebesgue integral is usually introduced in late university or early postgraduate mathematics. It is naively described as rotating the Reimann integral, in that it is the range instead of the domain that is partitioned. An understanding of [[measure theory]] is required to understand this technique.
==See Also==
==See Also==