Synsets for "ample"

Synset: ample.a.01

Synonyms: ample

Part of Speech: ADJECTIVE

Definition: more than enough in size or scope or capacity

Examples: had ample food for the party | an ample supply

Lemmas: ample

Hypernym:

Hyponym:

Antonyms: meager

    

Synset: ample.s.02

Synonyms: ample

Part of Speech: ADJECTIVE SATELLITE

Definition: affording an abundant supply

Examples: had ample food for the party | copious provisions | food is plentiful | a plenteous grape harvest | a rich supply

Lemmas: ample copious plenteous plentiful rich

Hypernym:

Hyponym:

Antonyms:

    

Synset: ample.s.03

Synonyms: ample

Part of Speech: ADJECTIVE SATELLITE

Definition: fairly large

Examples: a sizable fortune | an ample waistline | of ample proportions

Lemmas: ample sizable sizeable

Hypernym:

Hyponym:

Antonyms:

    

Related Wikipedia Samples:

Article Related Text
Ample line bundle A locally free sheaf (vector bundle) formula_44 on a variety is called ample if the invertible sheaf formula_45 on formula_46 is ample .
Ample line bundle at least 2"g" + 1 satisfies this condition so is very ample. This implies that a divisor is ample if and only if it has positive degree. The canonical divisor of degree 2"g" − 2 is very ample if and only if the curve is not
Ample line bundle In algebraic geometry, a very ample line bundle is one with enough global sections to set up an embedding of its base variety or manifold formula_1 into projective space. An ample line bundle is one such that some positive power is very ample. Globally generated sheaves are those with enough sections to define a morphism to projective space.
Ample SDK The Ample web page is an HTML document with decorations. To use the Ample framework you would include the runtime library in the head section of the HTML document and in addition the library for one or more GUI languages.
Umple The name Umple is a portmanteau of "UML", "ample" and "programming language", indicating that it is designed to provide ample features to extend programming languages with UML capabilities.
Ample SDK The runtime is the core module of the Ample SDK framework. It contains implementations for:
Flat morphism If "f" is quasi-compact and "L" is an invertible sheaf on "X", then "L" is "f"-ample or "f"-very ample if and only if its pullback "L"′ is "f"′-ample or "f"′-very ample, respectively. However, it is not true that "f" is projective if and only if "f"′ is projective. It is not even true that if "f" is proper and "f"′ is projective, then "f" is quasi-projective, because it is possible to have an "f"′-ample sheaf on "X"′ which does not descend to "X".
Ample line bundle For curves, a divisor "D" is very ample if and only if
St. Paul's College (Manitoba) Give ample scope to the imagination, emotion, and the intellect;
Hezb-e Islami Gulbuddin Despite its ample funding, it has been described as having
Ample SDK There is a jQuery-like plugin system in Ample SDK, some of the plugins coming with version 0.9.3:
Indian Valley Municipal Golf Course but a relatively accessible green with ample space around
Sohagpur Coalfield Sohagpur Coalfield has ample scope of Coalbed methane exploration.
Union of Soviet Composers - stimulation and creation of ample opportunities for composer creativity;
Ayton, Scottish Borders means were ample’ wrote his obituarist in the Berwickshire Journal,
The Flores Trail Ample parking, restroom facilities, and picnic areas are located in
Positive form is a positive definite (1,1)-form. The Kodaira embedding theorem claims that a positive line bundle is ample, and conversely, any ample line bundle admits a Hermitian metric with formula_17 positive.
Stable vector bundle for all proper non-zero subbundles "V" of "W". Informally this says that a bundle is stable if it is "more ample" than any proper subbundle, and is unstable if it contains a "more ample" subbundle.
Zariski geometry The further condition required is called "very ample" (cf. very ample line bundle). It is assumed there is an irreducible closed subset "P" of some "X", and an irreducible closed subset "Q" of "P"× "X"², with the following properties:
Ample line bundle To decide in practice when a Cartier divisor "D" corresponds to an ample line bundle, there are some geometric criteria.