Results 31 to 40 of about 264,040 (183)
Generic linear cocycles over a minimal base
, 2013 We prove that a generic linear cocycle over a minimal base dynamics of finite dimension has the property that the Oseledets splitting with respect to any invariant probability coincides almost everywhere with the finest dominated splitting. Therefore the
Bochi, Jairo
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A diffeomorphism with global dominated splitting can not be minimal
, 2010 Let M be a closed manifold and f be a diffeomorphism on M. We show that if f has a nontrivial dominated splitting TM=E\oplus F, then f can not be minimal. The proof mainly use Mane's argument and Liao's selecting lemma.Comment: 5 pages. An application of
Zhang, Pengfei
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Entropy-Expansiveness and Domination for Surface Diffeomorphisms [PDF]
, 2008 Let f : M → M be a Cr-diffeomorphism, r ≥ 1, deffined on a closed manifold M. We prove that if M is a surface and K ⊂ M is a compact invariant set such that TKM = E ⊕ F is a dominated splitting then f/K is entropy expansive ...
Pacifico, María José +1 more
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Heavy Meson Masses in Chiral Perturbation Theory with Heavy Quark Symmetry
, 1992 The $SU(3)$ and hyperfine mass splittings of mesons containing a single heavy quark are computed to one-loop order in chiral perturbation theory with heavy quark spin symmetry. Electromagnetic contributions of order $\alpha_em$ are included. The observed
Akerib +27 more
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MEASURE EXPANSIVE AND DOMINATED SPLITTING [PDF]
Journal of the Chungcheong Mathematical Society, 2013 Abstract. In this paper, we show that if a nontrivial transitiveset is C 1 -stably measure expansive, then it admits a dominatedsplitting. 1. IntroductionLet Ma compact connected C 1 Riemannian manifold without bound-ary, and Di 1 (M) be the space of di eomorphisms of Mendowed withthe C 1 -topology.
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The Split Domination in Product Graphs [PDF]
International Journal of Information Engineering and Electronic Business, 2013 The paper concentrates on the theory of domination in graphs. The split domination in graphs was introduced by Kulli and Janakirm. In this paper; we have investigated some properties of the split domination nu mber of some product graphs and obtained several interesting results.
K.V. Suryanarayana Rao, V. Sreenivasan
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Split Domination Vertex Critical and Edge Critical Graphs [PDF]
Journal of the Indonesian Mathematical Society, 2020 A dominating set D of a graph G = (V;E) is a split dominating set ifthe induced graph hV Di is disconnected. The split domination number s(G)is the minimum cardinality of a split domination set. A graph G is called vertexsplit domination critical if s(Gv) < s(G) for every vertex v 2 G. A graph G iscalled edge split domination critical if s(G + e)
Girish, V. R., Usha, P.
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Prospects of Halide Perovskites for Solar-to-Hydrogen Production
NanomaterialsSolar-driven hydrogen generation is one of the promising technologies developed to address the world’s growing energy demand in an sustainable way. While, for hydrogen generation (otherwise water splitting), photocatalytic, photoelectrochemical, and PV ...
Huilong Liu +2 more
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Frontiers in Future Transportation, 2023 Investigating the postural balance and stability of standing passengers of public transport in laboratory or numerical tests requires generic test pulses, which replicate the acceleration/deceleration characteristics of common public transport vehicles ...
Arne Keller, Simon Krašna
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Splitting and Eruption of an Active Region Filament Caused by Magnetic Reconnection
The Astrophysical JournalTo gain a deeper understanding of the intricate process of filament eruption, we present a case study of a filament splitting and erupting by using multiwavelength data of the Solar Dynamics Observatory. It is found that the magnetic reconnection between
Defang Kong, Jincheng Wang, Genmei Pan
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