Category:Means

From Wikipedia, the free encyclopedia

Means are useful in statistics, geometry and analysis. See mean for a general discussion.

Pages in category "Means"

The following 47 pages are in this category, out of 47 total. Updates to this list can occasionally be delayed for a few days.

  • Mean

A

  • Arithmetic mean
  • Arithmetic-geometric mean
  • Average

C

  • Center of mass
  • Centerpoint (geometry)
  • Centroid
  • Cesàro mean
  • Chisini mean
  • Contraharmonic mean

E

  • Elementary symmetric mean

G

  • Generalized f-mean
  • Generalized mean
  • Geometric mean
  • Geometric median

G cont.

  • Geometric-harmonic mean

H

  • Harmonic mean
  • Heinz mean
  • Heronian mean

I

  • Identric mean
  • Interquartile mean

L

  • Lehmer mean
  • Locality (statistics)
  • Logarithmic mean

M

  • Mean of circular quantities
  • Median
  • Mid-range
  • Midextreme
  • Midhinge
  • Mode (statistics)
  • Muirhead's inequality

P

  • Power mean
  • Pythagorean means

Q

  • Quasi-arithmetic mean

R

  • Riesz mean
  • Root mean square

S

  • Spherical mean
  • Stolarsky mean
  • Subcontrary mean

T

  • Temporal mean
  • Trimean
  • Truncated mean
  • Tukey median

W

  • Weighted geometric mean
  • Weighted harmonic mean
  • Weighted mean
  • Winsorized mean
Categories: Summary statistics | Mathematical analysis | Elementary arithmetic
Views
  • Category
  • Discussion
  • Current revision
Navigation
  • Main Page
  • Contents
  • Featured content
  • Current events
Interaction
  • About Wikipedia
  • Community portal
  • Recent changes
  • Contact Wikipedia
  • Donate to Wikipedia
  • Help
Languages
  • فارسی
  • Français
  • 한국어
  • Polski
  • Română
  • Slovenščina
  • 中文
Powered by MediaWiki
Wikimedia Foundation
  • This page was last modified 16:57, 17 April 2008 by Wikipedia user Ideal gas equation. Based on work by Wikipedia user(s) Escarbot, Anclation, Poulpy, Den fjättrade ankan, PuzzletChung, Charles Matthews, RussBlau and Jitse Niesen and Anonymous user(s) of Wikipedia.
  • All text is available under the terms of the GNU Free Documentation License. (See Copyrights for details.)
    Wikipedia® is a registered trademark of the Wikimedia Foundation, Inc., a U.S. registered 501(c)(3) tax-deductible nonprofit charity.
  • About Wikipedia
  • Disclaimers