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A note on the Kirichenko--Uskorev structure
Authors: Mihail B. Banaru
Keywords: almost contact metric structure, Kirichenko--Uskorev structure, Cartan structural equations.
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Keywords: almost contact metric structure, Kirichenko--Uskorev structure, Cartan structural equations.
Abstract
In terms of Cartan structural equations, a necessary and sufficient condition for an arbitrary almost contact metric structure to belong to the class of Kirichenko--Uskorev structures is established.Smolensk State University
4, Przhevalsky Street, Smolensk – 214 000 RUSSIA
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4, Przhevalsky Street, Smolensk – 214 000 RUSSIA
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DOI
https://doi.org/10.56415/basm.y2023.i3.p90Fulltext
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Contents
- On some applications of relative (p,q)-th order for rating the growths of composite entire functions
- Graphs, Disjoint Matchings and Some Inequalities
- Existence of solutions to multi-point boundary value problem of fractional order on the half-line
- Some subsets in bitopological spaces and bioperations continuity associated
- Approximation of fixed points in convex G-metric spaces
- Finite algebras in the design of multivariate cryptography algorithms
- A note on the Kirichenko--Uskorev structure
- Exact solutions to differential equations with different arguments
- On the order of recursive differentiability of finite binary quasigroups
