… of an almost cosymplectic statistical manifold. … almost contact statistical manifolds and
provide a few basic equalities. In Section 5, we study almost cosymplectic statistical manifolds and …

… almost Kähler and almost cosymplectic statistical manifolds (Definitions 4.1 and 4.4), and also
remind the notion of contact metric statistical manifolds (… almost Kähler statistical manifold …

… study of almost contact statistical manifolds. … almost cosymplectic statistical manifold with
Kaehler leaves. We also study curvature properties of an almost cosymplectic statistical manifold…

… Recently, statistical manifolds equipped with almost contact … statistical almost contact-like
and statistical cosymplectic … submanifold of a statistical cosymplectic manifold with tangent …

… and cosymplectic statistical manifold to the almost contact metric … whether the cosymplectic
statistical structure of constant ϕ-sectional curvature based on a cosymplectic space form is …

… differentiable manifold M of class Co is said to have an almost contact … an almost contact
structure is given by a triple (ϕ,ξ,η) satisfying certain conditions. Many different types of almost …

… called a statistical manifold. For more information about statistical manifolds and information
… he has studied statistical submersions of statistical manifolds with almost contact structures. …

… in Tanno’s classification of connected almost contact Riemannian manifolds with an
automorphism group of maximum dimension [22]. … [38] and cosymplectic statistical manifold [49]. …

… Then \(\left( M,g,J\right) \) is called an almost Hermite-like manifold [10]. It is easy to see that
\(\left( … In [10], Takano considered statistical manifolds on almost Hermite-like manifolds. If J is …

… -like statistical manifold and cosymplectic-like statistical manifold by considering usual product
trivial Euclidean statistical axis and a Kaehler-like statistical manifold.… manifold with almost …