Results 21 to 30 of about 16,055 (293)
, 2022 In this paper, we set up two surgery theories and two kinds of Whitehead torsion for foliations. First, we construct a bounded surgery theory and bounded Whitehead torsion for foliations, which correspond to the Connes' foliation algebra in the K-theory of operator algebras, in the sense that there is an analogy between surgery theory and index theory,
Attie, Oliver, Cappell, Sylvain
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Can nonlinear agrometeorological models estimate coffee foliation?
, 2022 BACKGROUND: The loss of coffee leaves caused by the attack of pests and diseases significantly reduces its production and bean quality. Thus this study aimed to estimate foliation for regions with the highest production of arabica coffee in Brazil using ...
de Oliveira Aparecido, Lucas Eduardo +13 more
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Origin of Foliation in Glaciers
, 1978 Laboratory studies suggest that neither bubbles nor dirt particles migrate rapidly enough in glacier ice to be responsible for the alternating layers of bubbly and clear ice or dirty and clean ice which constitute foliation.
Roger Leb. Hooke, Peter J. Hudleston
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Local structure of holomorphic foliation singularities [PDF]
, 1998 The local behaviour of the leaves of a singular holomorphic foliation is analyzed around the singularity. It is shown that certain integers classify the singular foliation germs.
Sertöz, S.
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Foliations with non-compact leaves on surfaces
Pracì Mìžnarodnogo Geometričnogo Centru, 2020 The paper studies non-compact surfaces obtained by gluing strips R × (−1, 1) with at most countably many boundary intervals along some of these intervals.
Sergiy Maksymenko, Eugene Polulyakh
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Foliation impact on the dynamic properties of selected samples of the barrier dam site Prvonek: Right side [PDF]
Podzemni Radovi, 2016 The 'Prvonek' dam was built in tight asymmetric Banjska river valley about 100 meters downstream from the river Gradasnica. Barrier at the dam site built predominantly slate series of high crystallinity Vranjska Banja, alternately layered double mica ...
Majstorović Jelena +3 more
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Integral Formulas for Almost Product Manifolds and Foliations
Mathematics, 2022 Integral formulas are powerful tools used to obtain global results in geometry and analysis. The integral formulas for almost multi-product manifolds, foliations and multiply twisted products of Riemannian, metric-affine and sub-Riemannian manifolds, to ...
Vladimir Rovenski
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Foliated hyperbolicity and foliations with hyperbolic leaves [PDF]
Ergodic Theory and Dynamical Systems, 2018 Given a lamination in a compact space and a laminated vector field $X$ which is hyperbolic when restricted to the leaves of the lamination, we distinguish a class of $X$-invariant probabilities that describe the behavior of almost every $X$-orbit in every leaf, which we call Gibbs $u$-states. We apply this to the case of foliations in compact manifolds
Bonatti, Christian +2 more
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Noncommutative residue and symplectic foliation [PDF]
, 2023 Let (M,ω) be a symplectic foliation with a symplectic form. Let A be an Heisenberg pseudodifferential operator. In this paper, we define the noncommutative residue of A for the symplectic foliation, using a symplectic form.
KOAMA, Daniel +1 more
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Manipulation planning: addressing the crossed foliation issue
, 2017 International audienceThis paper deals with manipulation planning. First, we propose a new tool called the constraint graph to describe the various motion constraints relative to a manipulation planning problem.
Mirabel, Joseph, Lamiraux, Florent
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