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The strong Nakano property in Banach lattices

Revista De La Real Academia De Ciencias Exactas, Fisicas Y Naturales - Serie A: Matematicas
Abstract We study the strong Nakano property in Banach lattices with a special focus on free Banach lattices. We show that for every finite dimensional Banach space E , the free Banach lattice FBL [ E
Pedro Tradacete, Azouzi Youssef
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13 Nakano Honchō Dōri

2021
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18 The Nakano School

2011
Ian Nish, Mark Allen
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Morphological study on cataractogenesis of the Nakano mouse lens

Graefe's Archive for Clinical and Experimental Ophthalmology, 1999
Although some histopathological features on the Nakano mouse lens have been pointed out by a few investigators, there seem to have been no detailed studies on the sequential changes that occur.We used the following two approaches: (1) Observation of the whole lens by dissection microscopy and (2) light and electron microscopic examination of the ...
A, Hara, M, Matsumoto, S, Uga
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Kodaira-Akizuki-Nakano Vanishing: a Variant

Bulletin of the London Mathematical Society, 2000
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Within the Barbed Wire Fence by Takeo Ujo Nakano and Leatrice Nakano

2014
BC Studies: The British Columbian Quarterly, No 53: Spring ...
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Generalizations of the Nakano Vanishing Theorem

1985
In Chapter II, we saw that the Kodaira Vanishing Theorem holds for semi-positive or semi-negative line bundles (Corollary (2.32)). However, the Nakano Vanishing Theorem does not hold for these bundles, as shown below in Example (3.23). This chapter presents some generalizations of the Nakano Vanishing Theorem without strict positivity or negativity ...
Bernard Shiffman, Andrew John Sommese
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Kodaira-Nakano Vanishing Theorems

1985
Throughout this chapter, we let X be an n-dimensional compact Kahler manifold, and we let V be a holomorphic vector bundle on X. We shall henceforth let V also denote the locally free sheaf O Y(V) of germs of holomorphic sections of the vector bundle V.
Bernard Shiffman, Andrew John Sommese
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Remarks on the Nakano Vanishing Theorem

1986
In this note we give a numerical version of k-ampleness for line bundles (Definition 1) and prove a vanishing theorem (Theorem 2) of Nakano type for these bundles. This vanishing theorem yields a Lefschetz-type theorem (Theorem 3). We begin by reviewing the Nakai-Moishezon-Kleiman criterion for ampleness on which our numerical condition is based.
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Lens growth in the Nakano mouse.

Investigative ophthalmology, 1976
The growth curve of the lens of the Nakano mouse was compared to that of the normal mouse. There was no obvious difference for the first two weeks of age. After this period the growth of the normal lens continued while that of Nakano mouse lens slowed abruptly and eventually ceased.
H N, Fukui, H, Obazawa, J H, Kinoshita
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