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Characterizations of weak almost ${\mathcal S}$-manifolds with curvature properties
Weak metric structures, introduced by Rovenski and Wolak in 2022, extend Yano's $f$-structure and almost contact metric structure. In this paper, we investigate curvature phenomena of weak almost ${\cal S}$-manifolds (w.a.$\,\cal S$-manifolds) focusing on the $f$-$(κ,μ)$-nullity condition and its sp
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