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Curriculum Vitae for Kazuo Nakano/Main Publications by Kazuo Nakano
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Investigation of Nakano lens proteins
Experimental Eye Research, 1982Abstract Changes in the protein chemistry of the Nakano lens with age and developing cataract and comparison with normal mouse lens protein are reported. It was found that significant differences exist between the protein of the normal and the cataractous lens.
D, Roy +4 more
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Cohomology Dimension Growth for Nakano q-Semipositive Line Bundles
Journal of Geometric Analysis, 2019We study the cohomology with high tensor powers of Nakano q-semipositive line bundles on complex manifolds. We obtain the asymptotic estimates for the dimension of cohomology with high tensor powers of semipositive line bundles over q-convex manifolds ...
Huan Wang
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A Kawamata–Viehweg type formulation of the logarithmic Akizuki–Nakano vanishing theorem
Mathematische Zeitschrift, 2018In this article, we present a Kawamata–Viehweg type formulation of the (logarithmic) Akizuki–Nakano Vanishing Theorem. We give two proofs: one by reduction to an older theorem of Steenbrink via Kawamata’s covering lemma, and another by mod p reduction ...
D. Arapura +3 more
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The strong Nakano property in Banach lattices
RACSAMWe 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] has the strong Nakano property with a constant independent of ...
Youssef Azouzi +2 more
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Information Sciences, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kehagias, Ath., Serafimidis, K.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kehagias, Ath., Serafimidis, K.
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On the Nakano Individual Convergence
Zeitschrift für Analysis und ihre Anwendungen, 1994We have recently defined the notion of individual convergence for a sequence of positive elements of an Archimedean Riesz space E . In the note we complete the definition (i.e., we define the individual convergence for sequences of not necessarily ...
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2008
Bu tezde f,g∈En∼ olmak üzere Nakano Teoremi olarak bilinen f g f ⊥g⇔C ⊥C teoreminin , (,) n S T ∈L E F için genellemesinin hangi şartlarda doğru olabileceği araştırılmıştır. Bunun için W. A. J. Luxemburg ve B.
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Bu tezde f,g∈En∼ olmak üzere Nakano Teoremi olarak bilinen f g f ⊥g⇔C ⊥C teoreminin , (,) n S T ∈L E F için genellemesinin hangi şartlarda doğru olabileceği araştırılmıştır. Bunun için W. A. J. Luxemburg ve B.
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