Fast Reflected Forward-Backward algorithm: achieving fast convergence rates for convex optimization with linear cone constraints. [PDF]
Boţ RI, Nguyen DK, Zong C.
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Abstract The study of morphological evolution is fundamentally tied to ontogeny, yet studies of these heterochronic processes in the fossil record are rare. Fossils belonging to an ontogenetic series are difficult to assign to an ontogenetic stage due to inconsistent proxies for skeletal ages, challenging to taxonomically assign due to morphological ...
Erika R. Goldsmith, Michelle R. Stocker
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An Integrative Revision of the Genus <i>Rhamphus</i> (Curculionidae) from the Western Palearctic: Morphological and Molecular Data Reveal the Radiation of Multiple Species. [PDF]
Toševski I +5 more
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3D anatomical atlas of the heads of male and female adult Chamaeleo calyptratus
The veiled chameleon is a model organism in reptile development research. Utilizing contrast‐enhanced microCT and deep learning segmentation models, we have generated the first digital atlases of the skull, nervous system, cranial muscles and hyolingual muscles.
Alice Leavey +3 more
wiley +1 more source
Two new species and new records of the genus <i>Procirrus</i> Latreille from China (Coleoptera, Staphylinidae, Paederinae). [PDF]
Huang L, Cao GH, Peng Z.
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Computer-Simulated Model Examining the Effects of Convexity Characteristics at the Skin Barrier- Abdomen Interface. [PDF]
Bradley-Clarke J +6 more
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High fidelity influence analysis of material and structure on sealing characteristics of aviation pipeline fittings based on multi-scale model. [PDF]
Zhao S +5 more
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Hayabusa2 extended mission target asteroid 1998 KY<sub>26</sub> is smaller and rotating faster than previously known. [PDF]
Santana-Ros T +18 more
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<i>Niphargus</i> Schiödte, 1849 (Crustacea, Amphipoda, Niphargidae) is a new component of the biotic community in the deep pebble beach habitats of the northern Black Sea region. [PDF]
Marin IN, Palatov DM.
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Convex bodies and concave functions
Proceedings of the American Mathematical Society, 1995Summary: We find properties that a class \(\mathcal C\) of closed bounded convex subsets of a Banach space \(E\) and a mapping \(p : {\mathcal C} \to \mathbb{R}_ +\) should satisfy in order to obtain the following result: Theorem. Let \(\mathcal C\) and \(p : {\mathcal C} \to \mathbb{R}_ +\) satisfy these properties, and let \(K\) be a closed convex ...
Meyer, M., Mokobodzki, G., Rogalski, M.
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