Curvature Invariants for Statistical Submanifolds of Hessian Manifolds of Constant Hessian Curvature by Adela Mihai, Ion Mihai

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On Gauss-Bonnet Curvatures by Mohammed Larbi Labbi

Subjects: “…Gauss-Bonnet curvatures…”
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Bakry–Émery Curvature Sharpness and Curvature Flow in Finite Weighted Graphs: Implementation by David Cushing, Supanat Kamtue, Shiping Liu, Florentin Münch, Norbert Peyerimhoff, Ben Snodgrass

Subjects: “…curvature flow…”
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Nonpositive curvature foliations on 3-manifolds with bounded total absolute curvature of leaves by Dmytry Bolotov

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Curvature Invariants of Statistical Submanifolds in Kenmotsu Statistical Manifolds of Constant ϕ-Sectional Curvature by Simona Decu, Stefan Haesen, Leopold Verstraelen, Gabriel-Eduard Vîlcu

Subjects: “…casorati curvature…”
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Curvature-Controlled Topological Defects by Luka Mesarec, Pavlo Kurioz, Aleš Iglič, Wojciech Góźdź, Samo Kralj

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On Stretch curvature of Finsler manifolds by Nasrin Sadeghzadeh, Akbar Tayebi

Subjects: “…stretch curvature…”
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On the intrinsic curvature of animal whiskers by Yifu Luo, Mitra J. Z. Hartmann

“…Previous work has shown that the mechanical signals transmitted along the whisker will depend strongly on the whisker’s geometric parameters, specifically on its taper (how diameter varies with arc length) and on the way in which the whisker curves, often called “intrinsic curvature.” Although previous studies have largely agreed on how to define taper, multiple methods have been used to quantify intrinsic curvature. …”
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On the moduli space curvature at infinity by Fernando Marchesano, Luca Melotti, Lorenzo Paoloni

“…Abstract We analyse the scalar curvature of the vector multiplet moduli space M X VM $$ {\mathcal{M}}_X^{\textrm{VM}} $$ of type IIA string theory compactified on a Calabi-Yau manifold X. …”
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Surfaces with Constant Negative Curvature by Semra Kaya Nurkan, İbrahim Gürgil

Subjects: “…negative Gaussian curvature…”
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The rotational curvature of plane curves by Crasmareanu Mircea

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The Ricci Curvature on Simplicial Complexes by Taiki Yamada

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Curvature tensor in discrete gravity by Ali H. Chamseddine, Ola Malaeb, Sara Najem

“…Abstract We study numerically the curvature tensor in a three-dimensional discrete space. …”
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Extended Curvatures and Lie Algebroids by Marcela Popescu, Paul Popescu

“…The conditions are that some extended curvatures on <i>E</i>, considered in the paper, are vanishing. …”
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On the intrinsic curvature of animal whiskers. by Yifu Luo, Mitra J Z Hartmann

“…Previous work has shown that the mechanical signals transmitted along the whisker will depend strongly on the whisker's geometric parameters, specifically on its taper (how diameter varies with arc length) and on the way in which the whisker curves, often called "intrinsic curvature." Although previous studies have largely agreed on how to define taper, multiple methods have been used to quantify intrinsic curvature. …”
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Curvature Dynamics in General Relativity by Jan W. van Holten

“…This allows reformulation of gravitational wave theory in terms of curvature waves, rather than metric waves. The existence of two transverse polarization states for curvature waves is proven and in the linearized approximation the quadrupole formula is rederived. …”
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Curvature-induced skyrmion mass by Alexander Pavlis, Christina Psaroudaki

“…We demonstrate that the Euclidean action of the problem carries information of the elements of the surface space metric, and develop a description of the skyrmion dynamics in terms of a set of collective coordinates. We reveal that curvature-driven effects emerge in geometries with nonconstant curvature, which explicitly break the translational invariance of flat space. …”
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Heat content and mean curvature by A. Savo

“…We also write optimal upper and lower bounds of the heat content when the Ricci curvature of the domain and the mean curvature of its boundary are non-negative.…”
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The development of curvature in the porcine radioulna by Jess Pantinople, Kyle McCabe, Keith Henderson, Hazel L. Richards, Nick Milne

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Extended curvatures and Lie pseudoalgebras by Popescu Marcela, Popescu Paul

“…The aim of the paper is to prove that if some extended curvatures on a preinfinitesimal module L, considered in the paper, vanish, then the derived preinfinitesimal module L(1) is a Lie pseudoalgebra. …”
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