نتایج جستجو برای: bott

تعداد نتایج: 817  

Journal: :Annals of Global Analysis and Geometry 2017

Journal: :Asian Journal of Mathematics 2015

Journal: :Indagationes Mathematicae (Proceedings) 1983

2012
Boris Litsanov Melanie Brocker Michael Bott

5 Boris Litsanov, Melanie Brocker, and Michael Bott 6 Institut für Biound Geowissenschaften, IBG-1: Biotechnologie, 7 Forschungszentrum Jülich, D-52425 Jülich, Germany 8 9 Running title: Anaerobic succinate production with Corynebacterium glutamicum 10 11 *Corresponding author: 12 Prof. Dr. Michael Bott 13 Institut für Biound Geowissenschaften 14 IBG-1: Biotechnologie 15 Forschungszentrum Jülic...

2011
LI YU

It is shown that a small cover (resp. real moment-angle manifold) over a simple polytope is an infra-solvmanifold if and only if it is diffeomorphic to a real Bott manifold (resp. flat torus). Moreover, we obtain several equivalent conditions for a small cover being homeomorphic to a real Bott manifold. In addition, we study Riemannian metrics on small covers and real momentangle manifolds with...

Journal: :IEEE Trans. on Circuits and Systems 2012
Kai Wang Michael Z. Q. Chen

This brief is concerned with the realization problem of biquadratic impedances, motivated by the recent development in passive mechanical control. This brief generalizes a realization procedure of a special class of biquadratic impedances to a more general form, and the resulting series–parallel RLC networks whose elements are no more than those in Bott–Duffin’s networks are obtained without mi...

Journal: :Topology and its Applications 1987

Journal: :Mathematische Zeitschrift 2021

We explore Bott Vanishing for elliptic surfaces over $${\mathbb {P}}^1$$ . show that is significantly affected by the geometric properties of fibers. For example, whether there exist certain types singular fibers on fibration such as cuspidal an ample line bundle surface with large self-intersection, these give criteria Vanishing.

Journal: :Crelle's Journal 2021

Abstract For every positive integer r , we introduce two new cohomologies, that call E r {E_{r}} -Bott–Chern and -Aeppli, on compact complex manifolds. When = 1 {r\kern-1.0pt=\kern-1.0pt1} they coincide with the usual Bott–Chern Aeppli but are...

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