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Meaning | A Wisdom Archive on Meaning |  | Meaning A selection of articles related to Meaning |  |
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meaning, Meaning, Meaning - Linguistic approaches, Meaning - Philosophical approaches, Meaning - Gottlob Frege, Meaning - Meaning as use, Meaning - Pragmatics, Meaning - Saul Kripke, Meaning - Semantics, Meaning - Semiotics, Meaning - Translation, General Semantics, semiotics, Semantics, Pragmatics
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ARTICLES RELATED TO Meaning | |
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 |  |  | Meaning: Encyclopedia II - Mean - Interquartile meanThe interquartile mean is a specific example of a truncated mean. It is simply the arithmetic mean after removing the lowest and the highest quarter of values.
assuming the values have been ordered.
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See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Interquartile mean |
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 |  |  | Meaning: Encyclopedia II - Plain Meaning Rule - MeaningAccording to the plain meaning rule, words must be given their plain, ordinary and literal meaning. If the words are clear, they must be applied, even though the intention of the legislator may have been different or the result is harsh or undesirable.
Prof. Larry Solum's Legal Theory Lexicon expands on this premise:
Some laws are meant for all citizens (e.g., criminal statutes) and some are meant only for specialists (e.g., some sections of the tax code). A text that means one thing in a legal context, might mean somethi ...
See also:Plain Meaning Rule, Plain Meaning Rule - Meaning, Plain Meaning Rule - Soft Plain Meaning Rule, Plain Meaning Rule - Reasons favored, Plain Meaning Rule - Criticism, Plain Meaning Rule - British history, Plain Meaning Rule - United States history Read more here: » Plain Meaning Rule: Encyclopedia II - Plain Meaning Rule - Meaning |
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 |  |  | Meaning: Encyclopedia II - Meaning - Linguistic approachesLinguistic strings can be made up of phenomena like words, phrases, and sentences, and each seems to have a different kind of meaning. Individual words all by themselves, such as the word "bachelor," have one kind of meaning, because they only seem to refer to some abstract concept. Phrases, such as "the brightest star in the sky", seem to be different from individual words, because they are complex symbols arranged into some order. There is also the meaning of whole sentences, such as "Barry is a bachelor", which is both a complex whole, and seems to ...
See also:Meaning, Meaning - Philosophical approaches, Meaning - Gottlob Frege, Meaning - Saul Kripke, Meaning - Meaning as use, Meaning - Translation, Meaning - Linguistic approaches, Meaning - Semantics, Meaning - Semiotics, Meaning - Pragmatics Read more here: » Meaning: Encyclopedia II - Meaning - Linguistic approaches |
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 |  |  | Meaning: Encyclopedia - Chisini meanIn mathematics, a function f of n variables
x1, ..., xn
is a Chisini mean if for every vector
<x1 ... xn>,
there exists a unique M such that
f(M,M, ..., M) = f(x1,x2, ..., xn).
The arithmetic, harmonic, geometric and quadratic means are all C ...
Including:
Read more here: » Chisini mean: Encyclopedia - Chisini mean |
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 |  |  | Meaning: Encyclopedia - Weighted meanIn statistics, given a set of data,
X = { x1, x2, ..., xn}
and corresponding weights,
W = { w1, w2, ..., wn}
the weighted mean, or weighted average, is calculated as:
or:
Note that if all the weights are equal, the weighted mean is the same as the arithmetic mean. While weighted means g ...
Including:
Read more here: » Weighted mean: Encyclopedia - Weighted mean |
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 |  |  | Meaning: Encyclopedia - Weighted harmonic meanIn statistics, given a set of data,
X = { x1, x2, ..., xn}
and corresponding weights,
W = { w1, w2, ..., wn}
the weighted harmonic mean is calculated as
Note that if all the weights are equal, ...
Read more here: » Weighted harmonic mean: Encyclopedia - Weighted harmonic mean |
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 |  |  | Meaning: Encyclopedia - Weighted geometric meanIn statistics, given a set of data,
X = { x1, x2, ..., xn}
and corresponding weights,
W = { w1, w2, ..., wn}
the weighted geometric mean is calculated as
Note that if all the weights are equal, ...
Read more here: » Weighted geometric mean: Encyclopedia - Weighted geometric mean |
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 |  |  | Meaning: Encyclopedia II - Mean - Weighted meanThe weighted mean is used, if one wants to combine average values from samples of the same population with different sample sizes:
The weights wi represent the bounds of the partial sample. In other applications they represent a measure for the reliability of the influence upon the mean by respective values.
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See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Weighted mean |
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 |  |  | Meaning: Encyclopedia II - Mean - Generalized meanThe generalized mean, also known as the power mean or Hölder mean, is an abstraction of the Arithmetic, Geometric and Harmonic Means.
By choosing the appropriate value for the parameter m we can get the arithmetic mean (m = 1), the geometric mean (m -> 0) or the harmonic mean (m = -1)
This could be generalised further as
and again a suitable choice of an invertible f(x) will give the arithmetic mean with f(x)=x, the geometric mean with f(x)=log(x), and the h ...
See also:Mean, Mean - Arithmetic mean, Mean - An example, Mean - Geometric mean, Mean - An example, Mean - Harmonic mean, Mean - An example, Mean - Generalized mean, Mean - Weighted mean, Mean - Truncated mean, Mean - Interquartile mean, Mean - Mean of a function, Mean - Other means Read more here: » Mean: Encyclopedia II - Mean - Generalized mean |
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