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Analysis is a branch of mathematics that deals with real numbers and complex numbers and their functions. It has its beginnings in the rigorous formulation of calculus and it studies concepts such as continuity, integration and differentiability in general settings.

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Subcategories

This category has the following 33 subcategories, out of 36 total.

A

[+] Algebraic analysis (4 P)
[+] Analysis of algorithms (26 P)
[+] Analytic number theory (5 C, 72 P)
[+] Asymptotic analysis (1 C, 41 P)

C

[+] Calculus (8 C, 91 P)
[+] Calculus of variations (4 C, 50 P)
[+] Complex analysis (10 C, 172 P)
[+] Continuous mappings (6 C, 42 P)

D

[+] Differential geometry (20 C, 268 P)
[+] Differential operators (1 C, 37 P)
[+] Differential topology (6 C, 103 P)

D cont.

[+] Dynamical systems (24 C, 173 P)

E

[+] Ergodic theory (39 P)

F

[+] Finite differences (20 P)
[+] Fixed points (3 C, 54 P)
[+] Fourier analysis (3 C, 125 P)
[+] Fractals (4 C, 94 P, 8 F)
[+] Functional analysis (12 C, 180 P)
[+] Functional equations (5 P)

G

[+] Generalized functions (25 P)

H

[+] Harmonic analysis (7 C, 39 P)

I

[+] Inequalities (2 C, 120 P)

I cont.

[+] Interpolation (2 C, 50 P)
[+] Inverse functions (1 C, 12 P)

M

[+] Mathematical analysts (172 P)
[+] Mathematical optimization (5 C, 169 P)
[+] Means (47 P)
[+] Measure theory (5 C, 139 P)

N

[+] Non-standard analysis (21 P)

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