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Einstein--Finsler vector bundles
Publicationes Mathematicae Debrecen, 1997First, an invariant definition of the Einstein-Finsler condition is given in terms of the curvature tensor of a partial connection in a holomorphic vector bundle with a complex Finsler structure. Then a Bochner-type vanishing theorem for holomorphic sections is shown. The last section deals with the semi-stability of Einstein-Finsler bundles.
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Viral vector platforms within the gene therapy landscape
Signal Transduction and Targeted Therapy, 2021Phillip W L Tai, Guangping Gao
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1995
Suppose V is a holomorphic vector G-bundle on a complex manifold X, where G is a complex Lie group acting holomorphically on X. Let Ov be the sheaf of germs of local holomorphic sections of v. If X is compact then H q (X, Ov) are finite-dimensional vector spaces. We show that the induced representations of G on these spaces are holomorphic.
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Suppose V is a holomorphic vector G-bundle on a complex manifold X, where G is a complex Lie group acting holomorphically on X. Let Ov be the sheaf of germs of local holomorphic sections of v. If X is compact then H q (X, Ov) are finite-dimensional vector spaces. We show that the induced representations of G on these spaces are holomorphic.
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Crimean–Congo haemorrhagic fever virus
Nature Reviews Microbiology, 2023David W Hawman, Heinrich Feldmann
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Controlling vector-borne diseases by releasing modified mosquitoes
Nature Reviews Microbiology, 2018Heather A Flores, Scott L O'neill
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