mean$47398$ - translation to ελληνικό
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mean$47398$ - translation to ελληνικό

GENERAL TERM FOR THE SEVERAL DEFINITIONS OF MEAN VALUE, THE SUM DIVIDED BY THE COUNT
MeaN; Mean value; Mean (mathematics); Mean vector; Mean (statistics); Mean number; Meanscore; Population average; Mean values; Mean score; Mean (Statistics); The Mean
  • log-normal]]) distributions.

mean      
v. σκοπεύω, εννοώ, σημαίνω
sea level         
  • Sea level sign seen on cliff (circled in red) at [[Badwater Basin]], [[Death Valley National Park]]
  • [[Geoid]]}}
  • Melting glaciers are causing a change in sea level
  • Global sea level during the [[Last Glacial Period]]
  • atmosphere]] and [[glacier]]s
  • in}} during the 20th century (2 mm/year).
AVERAGE LEVEL FOR THE SURFACE OF ONE OR MORE OF EARTH'S OCEANS
Mean sea level; Sea Level; Sea-level; Sea levels; Eustasis; Mean sea-level; Eustatic change; Eustacy; Sealevel; Eustatic; Eustatic movements; Mean Sea Level; Höhe über dem Meeresspiegel; Mean level of the sea; Höhennormal; Glacio-eustatic; Median sea level; Sea-levels; Global mean sea level
επιφάνεια θάλασσας, επιφάνεια της θάλασσας
beat time         
  • .beat}} time in the bottom part of the display
UNIQUE FORM OF TIME ZONING BY WATCH MAKER SWATCH FOR THE CONNECTED WORLD
Swatch Internet time; Internet beat; Internet Beat; .beat; Swatch time; Biel Mean Time; Swatch Time; Swatch Beat; Beatnik satellite; Beat time; User:X!/t; Dot beat; .beat time
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Ορισμός

mean
mean1
¦ verb (past and past participle meant)
1. intend to convey or refer to.
(of a word) have as its signification in the same language or its equivalent in another language.
(mean something to) be of a specified degree of importance to.
2. intend to occur or be the case.
(be meant to do something) be supposed to do something.
(often be meant for) design or destine for a particular purpose.
(mean something by) have as a motive or excuse in explanation.
3. have as a consequence or result.
Phrases
mean business be in earnest.
mean well have good intentions, but not always carry them out.
Origin
OE m?nan, of W. Gmc origin.
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mean2
¦ adjective
1. chiefly Brit. unwilling to give or share things, especially money.
2. unkind or unfair.
N. Amer. vicious or aggressive.
3. poor in quality and appearance.
(of a person's mental ability) inferior.
4. dated of low birth or social class.
5. informal excellent.
Phrases
no mean -- very good of its kind: it was no mean feat.
Derivatives
meanly adverb
meanness noun
Origin
ME (orig. in the sense 'common to two or more persons'), shortening of OE gemne, of Gmc origin.
--------
mean3
¦ noun
1. (also arithmetic mean) the average of a set of quantities. See also geometric mean.
2. a condition, quality, or course of action equally removed from two opposite extremes.
¦ adjective
1. calculated as a mean.
2. equally far from two extremes.
Origin
ME: from OFr. meien, from L. medianus (see median).

Βικιπαίδεια

Mean

There are several kinds of mean in mathematics, especially in statistics. Each mean serves to summarize a given group of data, often to better understand the overall value (magnitude and sign) of a given data set.

Pythagorean means consist of arithmetic mean (AM), geometric mean (GM), and harmonic mean (HM). The AM is the sum of numbers divided by the number of numbers, GM is an average for sets of positive numbers based on their product, and HM is an average for sets of numbers defined in relation to a unit of measurement. The relationship between AM, GM, and HM is represented by the inequality AM ≥ GM ≥ HM.

Statistical location covers mean, median, and mode, where mean may not always be the same as the median or mode for skewed distributions. The mean of a probability distribution is the long-run average value of a random variable with that distribution.

Generalized means include power mean and f-mean. The power mean is an abstraction of quadratic, arithmetic, geometric, and harmonic means, while the f-mean generalizes the concept further.

Other specialized means discussed are weighted arithmetic mean, truncated mean, interquartile mean, mean of a function, mean of angles and cyclical quantities, Fréchet mean, triangular sets, and Swanson's rule.

For a data set, the arithmetic mean, also known as "arithmetic average", is a measure of central tendency of a finite set of numbers: specifically, the sum of the values divided by the number of values. The arithmetic mean of a set of numbers x1, x2, ..., xn is typically denoted using an overhead bar, x ¯ {\displaystyle {\bar {x}}} . If the data set were based on a series of observations obtained by sampling from a statistical population, the arithmetic mean is the sample mean ( x ¯ {\displaystyle {\bar {x}}} ) to distinguish it from the mean, or expected value, of the underlying distribution, the population mean (denoted μ {\displaystyle \mu } or μ x {\displaystyle \mu _{x}} ).

Outside probability and statistics, a wide range of other notions of mean are often used in geometry and mathematical analysis; examples are given below.