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Some Inequalities for Statistical Submanifolds in Metallic-like Statistical Manifolds
2021In this study, we introduce metallic-like statistical manifolds and provide some examples, which are a generalized version of metallic manifolds. We also obtain the first Chen inequality and a Chen inequality for the $\delta(2,2)$ invariant for statistical submanifolds in metallic-like statistical manifolds.
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Homoclinic points and intersections of Lagrangian submanifold
Discrete and Continuous Dynamical Systems, 2000Zhihong Xia
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Multivariate Optimal Control with Payoffs Defined by Submanifold Integrals
Symmetry, 2019Constantin Udriste, Andréea Bejenaru
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Information Submanifold Based on SPD Matrices and Its Applications to Sensor Networks
Entropy, 2017Huafei Sun
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Locally Levi-flat statistical submanifolds
Differential Geometry and its ApplicationsMirjana Milijević, Sara Miri
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Submanifold geometry in symmetric spaces of noncompact type
Sao Paulo Journal of Mathematical Sciences, 2019José Carlos Díaz Ramos +1 more
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