Definition of Amenable. Meaning of Amenable. Synonyms of Amenable

Here you will find one or more explanations in English for the word Amenable. Also in the bottom left of the page several parts of wikipedia pages related to the word Amenable and, of course, Amenable synonyms and on the right images related to the word Amenable.

Definition of Amenable

Amenable
Amenable A*me"na*ble, a. [F. amener to lead; ? (L. ad) = mener to lead, fr. L. minare to drive animals (properly by threatening cries), in LL. to lead; L. minari, to threaten, minae threats. See Menace.] 1. (Old Law) Easy to be led; governable, as a woman by her husband. [Obs.] --Jacob. 2. Liable to be brought to account or punishment; answerable; responsible; accountable; as, amenable to law. Nor is man too diminutive . . . to be amenable to the divine government. --I. Taylor. 3. Liable to punishment, a charge, a claim, etc. 4. Willing to yield or submit; responsive; tractable. Sterling . . . always was amenable enough to counsel. --Carlyle.

Meaning of Amenable from wikipedia

- Look up amenable in Wiktionary, the free dictionary. Amenable may refer to: Amenable group Amenable species Amenable number Amenable set Agreeableness...
- In mathematics, an amenable group is a locally compact topological group G carrying a kind of averaging operation on bounded functions that is invariant...
- groups when applied to amenable groups. Since finite groups and abelian groups are amenable, every elementary amenable group is amenable - however, the converse...
- An amenable number is a positive integer for which there exists a multiset of as many integers as the original number that both add up to the original...
- Amenable species is a term used within the context of USDA's meat and poultry inspection program to signify exotic species (livestock and fowl not covered...
- mathematics, specifically in functional analysis, a Banach algebra, A, is amenable if all bounded derivations from A into dual Banach A-bimodules are inner...
- In mathematics, the von Neumann conjecture stated that a group G is non-amenable if and only if G contains a subgroup that is a free group on two generators...
- isomorphic to the free group of rank 2. It is conjectured that F is not amenable and hence a further counterexample to the long-standing but recently disproved...
- }} is an admissible set. L α {\displaystyle L_{\alpha }} is called an amenable set if it is a standard model of KP set theory without the axiom of Δ0-collection...
- Possessing a specific set of other numbers Amenable Congruent Knödel Riesel Sierpiński...