Complete polynomial vector fields in simplexes with application to evolutionary dynamics by N. M. Ben Yousif

“…We describe the complete polynomial vector fields and their fixed points in a finite-dimensional simplex and we apply the results to differential equations of genetical evolution models.…”
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On the structure vector field of a real hypersurface in complex quadric by Dios Pérez Juan de

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Estimation of smooth vector fields on manifolds by optimization on Stiefel group by E.N. Abramov, Yu.A. Yanovich

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Harmonic vector fields and the Hodge Laplacian operator on Finsler geometry by Bidabad, Behroz, Mirshafeazadeh, Mir Ahmad

“…This viewpoint provides a new appropriate natural definition of harmonic vector fields in Finsler geometry. This approach leads to a Bochner–Yano type classification theorem based on the harmonic Ricci scalar. …”
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Properties of infinite harmonic functions relative to Riemannian vector fields by Thomas Bieske

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Hypoellipticity and Non Hypoellipticity for Sums of Squares of Complex Vector Fields by Antonio Bove

“…In this talk we give a report on a paper where we consider a model sum of squares of planar complex vector fields, being close to Kohn's operator but with a point singularity. …”
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A quick proof of the regularity of the flow of analytic vector fields by Carrillo, Sergio A.

“…We offer a new and elementary proof of the convergence of the Lie series giving the flow of an analytic vector field as well as a natural deduction of such series.…”
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A vector field approach for identifying anomalous human mobility by Hu Yang, Minglun Li, Bao Guo, Fan Zhang, Pu Wang

“…The recently proposed vector field approach has shed light on human mobility studies. …”
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Galoisian and qualitative approaches to linear Polyanin-Zaitsev vector fields by Acosta-Humánez Primitivo B., Reyes-Linero Alberto, Rodriguez-Contreras Jorge

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Optimal and Variational Multiparameter Quantum Metrology and Vector-Field Sensing by Raphael Kaubruegger, Athreya Shankar, Denis V. Vasilyev, Peter Zoller

“…We study multiparameter sensing of two-dimensional (2D) and three-dimensional (3D) vector fields within the Bayesian framework for SU(2) quantum interferometry. …”
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Normal forms for singularities of one dimensional holomorphic vector fields by Antonio Garijo, Armengol Gasull, Xavier Jarque

Subjects: “…Meromorphic vector field…”
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Hypersurfaces in a Euclidean space with a Killing vector field by Mohammed Guediri, Sharief Deshmukh

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Image Deformation With Vector-Field Interpolation Based on MRLS-TPS by Huabing Zhou, Yuyu Kuang, Zhenghong Yu, Shiqiang Ren, Yanduo Zhang, Tao Lu, Jiayi Ma

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Renormalization of vector fields with mass-like coupling in curved spacetime by C. Garcia-Recio, L. L. Salcedo

“…Specifically a quantum abelian vector field with a non-derivative coupling to an external tensor field in curved spacetime in four dimensions is considered. …”
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Harmonicity of vector fields on four-dimensional generalized symmetric spaces by Calvaruso Giovanni

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The p-Laplace equation in a class of Hormander vector fields by Thomas Bieske, Robert D. Freeman

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Analysis of eye movements to study drawing in the context of vector fields by Larissa Hahn, Pascal Klein

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Time-reversibility and integrability of p:−q resonant vector fields by Jaume Giné, Valery G. Romanovski, Joan Torregrosa

“…We study the local analytical integrability in a neighborhood of $ p:-q $ resonant singular point of a two-dimensional vector field and its connection to time-reversibility with respect to the non-smooth involution $ \varphi(x, y) = (y^{p/q}, x^{q/p})…”
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Temporal and Spatial Characteristics of the Global Skylight Polarization Vector Field by Lei Yan, Yanfei Li, Wei Chen, Yi Lin, Feizhou Zhang, Taixia Wu, Jouni Peltoniemi, Hongying Zhao, Siyuan Liu, Zihan Zhang

“…The polarized solar light forms the Earth–sky polarization vector field. The polarized light dispersion is expected to become a new method for global analysis of the human environment. …”
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Including gauge symmetry in the localization mechanism of massive vector fields

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