Reinforcement Learning for Traversing Chemical Structure Space: Optimizing Transition States and Minimum Energy Paths of Molecules. [PDF]
Barrett R, Westermayr J.
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Abstract Mesoscale eddies are crucial for global heat and tracer transport, yet the mechanisms underlying their meridional movement remain unclear. Here, we combine satellite observations, idealized numerical experiments, and theoretical modeling to investigate these mechanisms. We demonstrate that the meridional eddy movement is strongly linked to the
Lei Chen, Guihua Wang
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Spurious correlations in surface-based functional brain imaging. [PDF]
Jeganathan J +7 more
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A Dataset of Stakeholder Networks for Project Performance Analysis. [PDF]
Ong S, Uddin S.
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Differential patterns of cortical expansion in fetal and preterm brain development
da Silva M +4 more
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Importance of a Systematic Intervertebral Motion Parametrization for in vivo Assessment of Spine Biomechanics. [PDF]
Erb FA +5 more
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Cross-modality mapping using image varifolds to align tissue-scale atlases to molecular-scale measures with application to 2D brain sections. [PDF]
Stouffer KM +11 more
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Geodesic Warps by Conformal Mappings [PDF]
In recent years there has been considerable interest in methods for diffeomorphic warping of images, with applications e.g.\ in medical imaging and evolutionary biology. The original work generally cited is that of the evolutionary biologist D'Arcy Wentworth Thompson, who demonstrated warps to deform images of one species into another.
Stephen Marsland +2 more
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Basic equations of G-almost geodesic mappings of the second type, which have the property of reciprocity [PDF]
summary:We study $G$-almost geodesic mappings of the second type $\underset \theta \to \pi _2(e)$, $\theta =1,2$ between non-symmetric affine connection spaces. These mappings are a generalization of the second type almost geodesic mappings defined by N.
Mica S Stanković +2 more
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Almost Geodesic Mappings and Projections of the Sphere
Mathematical Notes, 2022In the paper under review it is shown that the parallel and central projections of \(n\)-planes onto \(n\)-spheres, as well as the central projections of \(n\)-spheres from their centers onto \(n\)-spheres, are almost geodesic mappings. Examples of almost geodesics mappings of compact spaces are also constructed.
Mikeš, Josef +3 more
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