International Journal For Multidisciplinary Research

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A Widely Indexed Open Access Peer Reviewed Multidisciplinary Bi-monthly Scholarly International Journal

Call for Paper Volume 6 Issue 5 September-October 2024 Submit your research before last 3 days of October to publish your research paper in the issue of September-October.

Geometry of Statistical Sequential Warped Product Manifolds.

Author(s) Kankonde Ilunga
Country Congo (Democratic)
Abstract The main purpose of the present study is to generalize the dualistic structures, specially the statistical structures on warped product manifolds to statistical structures on sequential warped product manifolds. On the one hand we proved that the statistical structure on sequential warped product manifold induces statistical on the factors and conversely. On the other hand we proved that if the statistical warped product is dually at space, then the base manifold is also dually at and ber is a space form, i.e. of constant sectional curvature.
Keywords dual connections, warped product of manifolds, sequential warped product of manifolds, statistical structures,Riemannian manifolds.
Field Mathematics > Maths + Physics
Published In Volume 6, Issue 5, September-October 2024
Published On 2024-09-24
Cite This Geometry of Statistical Sequential Warped Product Manifolds. - Kankonde Ilunga - IJFMR Volume 6, Issue 5, September-October 2024. DOI 10.36948/ijfmr.2024.v06i05.26613
DOI https://doi.org/10.36948/ijfmr.2024.v06i05.26613
Short DOI https://doi.org/g5knvx

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