Editing List of real analysis topics (section)

===[[Integral]]s===

''(see also [[Lists of integrals]])''

*[[Antiderivative]]
**[[Fundamental theorem of calculus]] – a theorem of antiderivatives
*[[Multiple integral]]
*[[Iterated integral]]
*[[Improper integral]]
**[[Cauchy principal value]] – method for assigning values to certain improper integrals
*[[Line integral]]
*[[Anderson's theorem]] – says that the integral of an integrable, symmetric, unimodal, non-negative function over an  ''n''-dimensional convex body (''K'') does not decrease if ''K'' is translated inwards towards the origin

====Integration and measure theory====
''see also [[List of integration and measure theory topics]]''

*[[Riemann integral]], [[Riemann sum]]
**[[Riemann–Stieltjes integral]]
*[[Darboux integral]]
*[[Lebesgue integration]]