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Translations for "ampleness"; alternative meanings/domain in parentheses. ... Modern Translations: Ampleness ... "Ampleness" is suggested in spellcheckers for the following: agplanes. (additional references)
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Ampleness: the property of impressive largeness in size ... Money will disappear, or be reduced to a very marginal role, only when the need for it has disappeared or reduced to marginal goods, when abundance or rather "ampleness" has been reached for produced goods.
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Key words: k-very ampleness, semi-stable bundles, algebraic curves. .... Since the degree of L is 4, the above criterion guarantees the very ampleness of L. ...
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All prices are subject to changes without prior notice. ... * Extra Large sizes are available as single images only. XL, XXL and XXXL image will be available for download within one ... ; ampleness; overhead view; larvae; wild environment; overhead; wild; colour; landscape; overview photo photos photograph photographs...
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All prices are subject to changes without prior notice. ... * Extra Large sizes are available as single images only. XL, XXL and XXXL image will be available for download within one working day. ... Grant Of License for Comping (Preview) image(s)
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Include Citations | Advanced Search | Help ... On the Second Adjunction Mapping and the Very Ampleness of the Triadjoint Bundle (1996) [1 citations — 1 self]
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The d-Very Ampleness On A Projective Surface In Positive Characteristic (1999) [1 citations — 0 self] ... 1 The k-very ampleness and k-spannedness on polarized abelian surfaces – Terakawa...
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Let $M$ be a $\Q$-divisor on a smooth surface over $\C\,$. In this paper we give criteria for very ampleness of the adjoint of $\rup{M}$, the round-up of $M$. (Similar results for global generation were given by Ein and Lazarsfeld and used in their proof of Fujita's Conjecture in dimension 3.) In \S 4 we discuss an...
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Given a smooth projective curve X, we give effective very ampleness bounds for generalized theta divisors on the moduli spaces SUX(r,d) and UX(r,d) of semistable vector bundles of rank r and degree d on X with fixed, respectively, arbitrary, determinant.
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