not measurable
1Measurable — Meas ur*a*ble, a. [F. mesurable, L. mensurabilis. See {Measure}, and cf. {Mensurable}.] [1913 Webster] 1. Capable of being measured; susceptible of mensuration or computation. [1913 Webster] 2. Moderate; temperate; not excessive. [1913 Webster]… …
2Measurable function — In mathematics, particularly in measure theory, measurable functions are structure preserving functions between measurable spaces; as such, they form a natural context for the theory of integration. Specifically, a function between measurable… …
3Measurable cardinal — In mathematics, a measurable cardinal is a certain kind of large cardinal number. Contents 1 Measurable 2 Real valued measurable 3 See also 4 References …
4Measurable Riemann mapping theorem — In the mathematical theory of quasiconformal mappings in two dimensions, the measurable Riemann mapping theorem, proved by Morrey (1936, 1938), generalizes the Riemann mapping theorem from conformal to quasiconformal homeomorphisms, and is… …
5measurable — adjective 1 large or important enough to have a definite effect: The tax will not have any measurable impact on the lives of most people. 2 able to be measured: measurable results measurably adverb: His mood had improved measurably …
6non-measurable — /nɒn ˈmɛʒrəbəl/ (say non mezhruhbuhl), / ˈmɛʒərəbəl/ (say mezhuhruhbuhl) adjective not measurable. –non measurably, adverb …
7Schroeder-Bernstein theorem for measurable spaces — The Cantor Bernstein Schroeder theorem of set theory has a counterpart for measurable spaces, sometimes called the Borel Schroeder Bernstein theorem , since measurable spaces are also called Borel spaces. This theorem, whose proof is quite easy,… …
8Universally measurable set — In mathematics, a subset A of a Polish space X is universally measurable if it is measurable with respect to every complete probability measure on X that measures all Borel subsets of X. In particular, a universally measurable set of reals is… …
9Non-measurable set — This page gives a general overview of the concept of non measurable sets. For a precise definition of measure, see Measure (mathematics). For various constructions of non measurable sets, see Vitali set, Hausdorff paradox, and Banach–Tarski… …
10Correlation does not imply causation — (related to ignoring a common cause and questionable cause) is a phrase used in science and statistics to emphasize that correlation between two variables does not automatically imply that one causes the other (though correlation is necessary for …
