Extended Divergence on a Foliation by Deformed Probability Simplexes by Keiko Uohashi

“…This study considers a new decomposition of an extended divergence on a foliation by deformed probability simplexes from the information geometry perspective. …”
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Deformation of singular foliations, 1: Local deformation cohomology by Monnier, Philippe, Nguyen, Tien Zung

“…In this paper we introduce the notion of deformation cohomology for singular foliations and related objects (namely integrable differential forms and Nambu structures), and study it in the local case, i.e., in the neighborhood of a point.…”
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Stratifications and foliations in phase portraits of gene network models by V. P. Golubyatnikov, A. A. Akinshin, N. B. Ayupova, L. S. Minushkina

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On the geometry of Poincaré's problem for one-dimensional projective foliations by MARCIO G. SOARES

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Foliation-Based Approach to Quantum Gravity and Applications to Astrophysics by Inyong Park

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Codimension one symplectic foliations and regular Poisson structures by Miranda, Eva, Guillemin, Victor W., Pissarra Pires, Ana Rita

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Developmental and foliation changes due to dysregulation of adenosine kinase in the cerebellum by Hoda M. Gebril, Tho Lai, Denise E. Fedele, Amir Wahba

“…As a major developmental abnormality, we found a profound change in the foliation pattern of the cerebellum. Strikingly, our results indicated aberrant Purkinje cells arborization at P9 and accelerated cell death at P6 and P9. …”
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Impact of reconfiguration on the flow downstream of a flexible foliated plant by Maio Marco, Marini Gustavo, Fontana Nicola, Gualtieri Paola, Caroppi Gerardo

“…This paper explores the impacts of reconfiguration and leaf morphology on the flow downstream of a flexible foliated plant. 3D acoustic Doppler velocimetry and particle image velocimetry were used to experimentally investigate the hydrodynamic interaction between a foliated plant and the flow, testing two plants with different leaves morphology under different bulk flow velocities. …”
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Diode laser in the management of foliate papillitis – Two case reports by Jagadish Ebenezer, Daniel S Sundaram, M Blessy Hepziba, M Irudaya Mary, A Muthunayagam

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Foliations-Webs-Hessian Geometry-Information Geometry-Entropy and Cohomology by Michel Nguiffo Boyom

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Generalized transversely projective structure on a transversely holomorphic foliation by Indranil Biswas

“…Such a foliation is also associated with a transversely holomorphic section of N⊗−k for each k∈[3,n+1], where N is the normal bundle to the foliation. …”
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Characterization of second type plane foliations using Newton polygons by Fernández-Sánchez Percy, García barroso Evelia R., Saravia-Molina Nancy

Subjects: “…foliation…”
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Some remarks on regular foliations with numerically trivial canonical class by Stéphane Druel

“…Building on a recent algebraicity criterion for leaves of algebraic foliations, we then address regular foliations of small rank with numerically trivial canonical class on complex projective manifolds whose canonical class is pseudo-effective. …”
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A Measurable Stability Theorem for Holomorphic Foliations Transverse to Fibrations by Bruno Scardua

“…We prove that a transversely holomorphic foliation, which is transverse to the fibers of a fibration, is a Seifert fibration if the set of compact leaves is not a zero measure subset. …”
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DICRITIC FOLIATION WITHOUT SINGULARITIES AFTER A BLOW-UP by Renato Mario Benazic Tomé

“…In this paper we are going to study foliations defined by holomorphic vector fields with isolated singularity in the origin with dicritic type, which strict transformed doesn't present singularities and satisfies the t-condition. …”
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On non-Kupka points of codimension one foliations on ℙ3 by OMEGAR CALVO-ANDRADE, MAURÍCIO CÔRREA, ARTURO FERNÁNDEZ-PÉREZ

Subjects: “…holomorphic foliations…”
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Shear behavior of greenschist along foliation plane considering anisotropy by Zhang, Qingzhao, Wu, Chuangzhou, Jang, Bo-An, Fei, Xunchang

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Sutured Floer homology, fibrations, and taut depth one foliations by Altman, I, Friedl, S, Juhasz, A

“…Furthermore, we show that the SFH of a balanced sutured manifold (M, γ) detects which classes in H1(M) admit a taut depth one foliation such that the only compact leaves are the components of R(γ). …”

Foliations by minimal surfaces and contact structures on certain closed 3-manifolds by Richard H. Escobales

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Invariant foliations for stochastic dynamical systems with multiplicative stable Levy noise by Ying Chao, Pingyuan Wei, Shenglan Yuan

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