Results 101 to 110 of about 76,662 (251)
Phenological strategies of Annona from deciduous forest of Chiapas, Mexico
Botanical Sciences, 2016 Background. Phenological descriptions of plant species are used to understand cycles of foliation, flowering and fruiting. These studies provide useful means for understanding the relationships between plants and their environment. Question. What are
Alma Rosa González-Esquinca +3 more
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, 2013 We describe the structure, microstructure, and petrophysical properties of fault rocks from two normal fault zones formed in low-porosity turbiditic arkosic sandstones, in deep diagenesis conditions similar to those of deeply buried reservoirs.
T. Cavailhes +10 more
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The dual foliation of some singular Riemannian foliations
Differential Geometry and its Applications, 2017 final ...
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Positively curved Killing foliations via deformations
, 2018 We show that a compact manifold admitting a Killing foliation with positive transverse curvature fibers over finite quotients of spheres or weighted complex projective spaces, provided that the singular foliation defined by the closures of the leaves has
Caramello Jr., Francisco C. +1 more
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Holonomy pseudogroups as obstructions to equivalence of manifolds over the algebra of dual numbers
Учёные записки Казанского университета: Серия Физико-математические науки, 2019 A smooth manifold over the algebra of dual numbers D (a D-smooth manifold) carries the canonical foliation whose leaves are affine manifolds. Extension of charts on a D-smooth manifold along leaf paths allows ones to associate with an immersed ...
A.A. Malyugina, V.V. Shurygin
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On closed currents invariant by holomorphic foliations, I
, 2012 We consider closed positive currents invariant by a singular holomorphic foliation on an algebraic surface.
Rebelo, Julio C.
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Homotopy invariance of cohomology and signature of a riemannian foliation
, 2017 We prove that any smooth foliation that admits a Riemannian foliation structure has a well-defined basic signature, and this geometrically defined invariant is actually a foliated homotopy invariant.
Habib, Georges, Richardson, Ken
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Foliations and global inversion [PDF]
Commentarii Mathematici Helvetici, 2009 We consider topological conditions under which a locally invertible map admits a global inverse. Our main theorem states that a local diffeomorphism f: M → ℝ^n is bijective if and only if H_{n − 1}(M) = 0 and the pre-image of every ...
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Unfoldings of holomorphic foliations [PDF]
Publicacions Matemàtiques, 1989 The objective of this paper is to give a criterium for an unfolding of a holomorphic foliation with singularities to be holomorphically trivial.
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