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MSC-Classification
32-XX SEVERAL COMPLEX VARIABLES AND ANALYTIC SPACE...
32Qxx Complex manifolds
32Q05 Negative curvature manifolds
32Q10 Positive curvature manifolds
32Q15 Kähler manifolds
32Q20 Kähler-Einstein manifolds [See also 53Cxx]
32Q25 Calabi-Yau theory [See also 14J30]
32Q26 Notions of stability
32Q28 Stein manifolds
32Q30 Uniformization
32Q35 Complex manifolds as subdomains of Euclidean space
32Q40 Embedding theorems
32Q45 Hyperbolic and Kobayashi hyperbolic manifolds
32Q55 Topological aspects of complex manifolds
32Q57 Classification theorems
32Q60 Almost complex manifolds
32Q65 Pseudoholomorphic curves
32Q99 None of the above, but in this section
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Author
Küronya, Alex
(1)
Lozovanu, Victor
(1)
Year of publication
2017
(1)
Document Type
Article
(1)
Language
English
(1)
Has Fulltext
yes
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Is part of the Bibliography
no
(1)
Keywords
Newton–Okounkov bodies
(1)
ampleness
(1)
augmented and restricted base loci
(1)
positivity of line bundles
(1)
Institute
Mathematik
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Positivity of line bundles and Newton-Okounkov bodies
(2017)
Küronya, Alex
;
Lozovanu, Victor
The purpose of this paper is to describe asymptotic base loci of line bundles on projective varieties in terms of Newton--Okounkov bodies. As a result, we obtain equivalent characterizations of ampleness and nefness via convex geometry.
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