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Development of a FHIR-based Korean IPS Data Pipeline and User-Centered UI Design. [PDF]

Sci Rep
Kim B, Lee J.
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Results on fixed points in b-metric space by altering distance functions. [PDF]

Heliyon
Seshagiri Rao N, Aloqaily A, Mlaiki N.
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LLM-supported collaborative ontology design for data and knowledge management platforms. [PDF]

Front Big Data
Kampars J, Mosans G, Jogi T, Roters F, Vajragupta N.   +4 more
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Ideal observer estimation for binary tasks with stochastic object models. [PDF]

Phys Med Biol
Xu J, Noo F.
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Engineering Pareidolia: Mental Imagery, Perceptual Scaffolding, and Visual Creativity. [PDF]

Brain Sci
Demas A.
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Native GaN/GaO_x Heterostructure Platform for Wafer-Scale Integration of High-Performance Complementary Transistors. [PDF]

Research (Wash D C)
Liang J, Liu C, Wei Y, Feng S, Sun Y, Ohno Y, Cheng HM, Sun DM.   +7 more
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Revealing Robust Atomic Configurations of the Ligand-Assisted Synthesized High-Entropy PtIrFeCoNiCu Nano-Intermetallic Catalysts During Oxygen Reductions in Fuel Cells. [PDF]

Adv Sci (Weinh)
Jiang Y, Zhang Q, Sun J, Xiao C, Zhao T, Zeng L.   +5 more
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Semantic Arithmetic Coding Using Synonymous Mappings. [PDF]

Entropy (Basel)
Liang Z, Niu K, Xu J, Zhang P.
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NORMAL-MAP BETWEEN NORMAL-COMPATIBLE MANIFOLDS

International Journal of Computational Geometry & Applications, 2007
Consider two (n−1)-dimensional manifolds, S and S′ in ℝn. We say that they are normal-compatible when the closest projection of each one onto the other is a homeomorphism. We give a tight condition under which S and S′ are normal-compatible. It involves the minimum feature size of S and of S′ and the Hausdorff distance between them.
Chazal, Frédéric, Lieutier, André, Rossignac, Jarek   +2 more
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