FACTOID # 115: The average person in the United Kingdom drinks as much tea as 23 Italians.
 
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Encyclopedia > Homogeneity

Look up homogeneity in Wiktionary, the free dictionary.

Generally, homogeneity means being the same throughout. For various specialized meanings, see: Wikipedia does not have an article with this exact name. ... Wiktionary (from wiki and dictionary) is a multilingual, Web-based project to create a free content dictionary, available in over 150 languages. ...

  • Homogeneous (mathematics), a variety of meanings
  • In statistics homogeneity can refer to
  • homogeneity (physics), in physics, two particular meanings: On one hand translational invariance, and on the other hand homogeneity of units in equations, related to dimensional analysis
  • Homogenetic or homoplastic, in biology, applied both to animals and plants, of having a resemblance in structure, due to descent from a common progenitor with subsequent modification [1]
  • Homogenization is intensive mixing of mutually insoluble phases (sometimes with addition of surfactants) to obtain a soluble suspension or emulsion, for example homogenizing milk so that the cream doesn't separate out.
  • In physical chemistry, homogeneous describes a single-phase system as opposed to a heterogeneous system. See also phase diagrams and the classification of catalysts.
  • In the context of procurement/purchasing, homogeneous is used to describe goods that do not vary in their essential characteristic irrespective of the source of supply.

  Results from FactBites:
 
Which is better for the web: single vendor homogeneity, or OSS/Web 2.0-style innovation? - The Web Standards Project (2787 words)
Which is better for the web: single vendor homogeneity, or OSS/Web 2.0-style innovation?
Pure platform companies fail (MS has Office as well as Windows, and they’re diversifying).
Platforms are great, but not in isolation.Comment #14 by Brendan Eich on ‘Which is better for the web: single vendor homogeneity, or OSS/Web 2.0-style innovation?’ […]
Homogeneity - Wikipedia, the free encyclopedia (872 words)
The coefficient of the internal consistency reliability and the coefficient of homogeneity for tautologous lattices are both equal to zero.
Interest in homogeneity of data was revived during the closing decades of the last century by Cliff (1977), and by Krus and Blackman (1988).
This coefficient of homogeneity is numerically equivalent with both the Loevinger's and Cliff's conceptualizations of the coefficient of homogeneity.
  More results at FactBites »

 

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