invertible


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Related to invertible: Invertible function

in·vert

 (ĭn-vûrt′)
v. in·vert·ed, in·vert·ing, in·verts
v.tr.
1. To turn inside out or upside down: invert an hourglass.
2. To reverse the position, order, or condition of: invert the subject and predicate of a sentence. See Synonyms at reverse.
3. To subject to inversion.
v.intr.
To be subjected to inversion.
n. (ĭn′vûrt′)
1. Something inverted.
2. Psychology
a. One who takes on the gender role of the opposite sex.
b. In the theory of Sigmund Freud, a homosexual person. No longer in scientific use.

[Latin invertere : in-, in; see in-2 + vertere, to turn; see wer- in Indo-European roots.]

in·vert′i·ble adj.
ThesaurusAntonymsRelated WordsSynonymsLegend:
Adj.1.invertible - having an additive or multiplicative inverse
non-invertible - not admitting an additive or multiplicative inverse
Translations
inversible
inverterbar
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References in periodicals archive ?
m-w)xw] such that [mathematical expression not reproducible] for some invertible matrix [mathematical expression not reproducible].
n x n] is said to be regressive with respect to T when I + [mu](t)A is invertible for all t [member of] T, where I denotes the identity matrix.
Furthermore, an additional invertible model in light of the Field-of-View is exhibited by Devernay and Faugeras [13].
10 In a number of instances, site-specific inversion is a simple ON to OFF switching of genes positioned within or neighbouring invertible region.
Our construction returns for any Hopf algebra three types of braided autoequivalences and correspondingly three families of invertible bimodule categories.
The second chapter, on higher-dimensional and complex maps, presents exercises for both invertible and non-invertible maps.
an approach to synthesize this plethora of data by comparison of anatomical features using smooth invertible transformations specific to the data structure.
Thus far problem (1) has been considered when A is singular (noninvertible) but Drazin invertible in the classical sense.
p](B) es el polinomio autorregresivo estacionario de orden p y [theta]q (B) es el polinomio de media movil invertible de orden q, ambos en terminos del operador de retardos B y ademas no tienen raices comunes entre si.