# Top integral calculus (Trending topics)

The following are the current most viewed articles on Wikipedia within Wikipedia's Integral calculus category. Think of it as a What's Hot list for Integral calculus. More info »

This is a beta release and so the figures may be a day or two out of date. We'd love to get your thoughts.

Rank Topic Wikipedia views
1 Integral 7,254
2 Integration by parts 4,932
3 Simpson's rule 1,326
4 Multiple integral 1,266
5 Arc length 1,119
6 Antiderivative 1,055
7 Integration by substitution 940
8 Riemann sum 755
9 Trigonometric substitution 488
10 Stochastic calculus 477
11 Leibniz integral rule 447
12 Differentiation under the integral sign 415
13 Indicator function 398
14 Fubini's theorem 315
15 Method of exhaustion 272
16 Solid of revolution 263
17 Absolute convergence 229
18 Shell integration 201
19 Constant of integration 186
20 Rectangle method 185
21 Surface of revolution 156
22 Risch algorithm 149
23 Integral test for convergence 148
24 Order of integration (calculus) 136
25 Integration using Euler's formula 122
26 Essential supremum and essential infimum 120
27 Integration by reduction formulae 120
28 Disk integration 110
29 Malliavin calculus 64
30 Conditional convergence 64
31 Dirichlet integral 64
32 Sum rule in integration 53
33 Locally integrable function 50
34 Signed measure 44
35 Product measure 43
36 Integration using parametric derivatives 43
37 Lebesgue's density theorem 41
38 Nonelementary integral 32
39 Cauchy formula for repeated integration 26
41 Singular measure 22
42 Constant factor rule in integration 20
43 Lebesgue's decomposition theorem 19
44 Linearity of integration 16
45 Integration by parts operator 11
46 Tonelli–Hobson test less than 5 views
47 Localization theorem less than 5 views
48 Time evolution of integrals less than 5 views

# Encyclopedia

## Subcategories

This category has the following 3 subcategories, out of 3 total.

## Pages in category "Integral calculus"

The following 48 pages are in this category, out of 48 total. This list may not reflect recent changes (learn more).