Results 11 to 20 of about 334,818 (268)
On the Kaehler rank of compact complex surfaces [PDF]
Harvey and Lawson introduced the Kaehler rank and computed it in connection to the cone of positive exact currents of bidimension (1,1) for many classes of compact complex surfaces.
Toma, Matei
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Holomorphic flexibility properties of compact complex surfaces [PDF]
We introduce the notion of a stratified Oka manifold and prove that such a manifold $X$ is strongly dominable in the sense that for every $x\in X$, there is a holomorphic map $f:\C^n\to X$, $n=\dim X$, such that $f(0)=x$ and $f$ is a local biholomorphism
Barth +29 more
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Indefinite Kähler-Einstein Metrics on Compact Complex Surfaces [PDF]
Indefinite Kaehler solutions of the Einstein equations are studied, and it is almost completely determined which compact complex surfaces admit such metrics.
exaly +4 more sources
Entropy and collapsing of compact complex surfaces [PDF]
Revised version with improvements on the topological obstructions to the existence of metrics with entropy ...
Paternain, Gabriel P., Petean, Jimmy
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Conformal duality and compact complex surfaces
Let M be a compact complex surface with first Betti number \(b_ 1\) which admits a compatible anti-self-dual metric g. In this paper we prove that if \(b_ 1\) is even, then g is conformally equivalent to a Kähler metric with zero scalar curvature and if \(b_ 1\) is odd then g is conformally equivalent to a locally conformally Kähler metric with ...
exaly +2 more sources
Geometric structures on compact complex analytic surfaces
Starting from the recent determination of the Thurston geometries in dimension 4, this paper makes a study of manifolds with the various geometric structures. In preliminary sections, the list is recalled. There are 19 types of geometry (one of which is an infinite family), in 14 of which there is a complex structure (Kähler in 9 of the cases ...
exaly +3 more sources
Holomorphic projective structures on compact complex surfaces
Ochiai, Takushiro, Kobayashi, Shoshichi
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Automorphism Groups of Compact Complex Surfaces [PDF]
Abstract We study automorphism groups and birational automorphism groups of compact complex surfaces. We show that the automorphism group of such a surface $X$ is always Jordan, and the birational automorphism group is Jordan unless $X$ is birational to a product of an elliptic and a rational curve.
Prokhorov, Y., Shramov, C.
openaire +3 more sources
The aim of this study was to microencapsulate probiotic bacteria (Lactobacillus acidophilus 11073) using whey-protein-isolate (WPI)–octenyl-succinic-anhydride-starch (OSA-starch)-complex coacervates and to investigate the effects on probiotic bacterial ...
Qingqing Liu +9 more
doaj +1 more source
Twistors and Bi-Hermitian Surfaces of Non-K\"ahler Type [PDF]
The aim of this work is to give a twistor presentation of recent results about bi-Hermitian metrics on compact complex surfaces with odd first Betti ...
Fujiki, Akira, Pontecorvo, Massimiliano
core +4 more sources

