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Curvature Properties of 3-$(\alpha,\delta)$-Sasaki Manifolds [PDF]
We investigate curvature properties of 3-$(\alpha,\delta)$-Sasaki manifolds, a special class of almost 3-contact metric manifolds generalizing 3-Sasaki manifolds (corresponding to $\alpha = \delta = 1$) that admit a canonical metric connection with skew ...
Agricola, Ilka +2 more
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Optimal Casorati Inequalities for Pointwise SlantRiemannian Maps
We establish optimal Casorati inequalities for pointwise slant Riemannian maps from Riemannian manifolds into generalized complex space forms and generalized Sasakian space forms.
Ibrahim Al-Dayel, Tanveer Fatima
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A generalized Curvature-Dimension inequality in sub-Riemannian geometry
openRiemannian manifolds with a Ricci lower bound is an important researched area of differential geometry, in particular in the context of comparison theorems.
CONDINI, MARCO
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Il saggio esamina la partecipazione di Felice Casorati al premio Carnegie a Pittsburgh e in altre mostre di arte moderna italiana negli Stati Uniti tra il 1924 e il 1949, e discute l'evoluzione della ricezione critica del suo lavoro, noncheĢ il ...
CORTESINI, SERGIO
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Casorati-Type Inequalities for Submanifolds in S-Space Forms with Semi-Symmetric Connection
The primary aim of this paper is to establish two sharp geometric inequalities concerning submanifolds of S-space forms equipped with semi-symmetric metric connections (SSMCs). Specifically, we derive new inequalities involving the generalized normalized
Md Aquib
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An Optimal Inequality for Warped Product Pointwise Semi-Slant Submanifolds in Complex Space Forms
In this paper, we utilize advanced optimization techniques on Riemannian submanifolds to establish two distinct inequalities concerning the generalized normalized δ-Casorati curvatures of warped product pointwise semi-slant (WPPSS) submanifolds ...
Md Aquib
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Spring 1965 PTA Installation. Left to right: Mrs. Dorcey Sabey - as new Vice President, Mrs. Ronald Wright - as new Secretary, and Mrs. Robert Clark - as new President. Receiving corsages from Mrs.
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Jr. High class. Teachers RaNae Christensen and Lenore McCall in front of class, Delta Jr.
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Recent developments in $\delta$-Casorati curvature invariants
CHEN, BANG-YEN, Bang-Yen CHEN
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