Expert perspectives on exposure-response functions for urban health policy: Lessons from a UBDPolicy workshop. [PDF]
Williams H +31 more
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Recent advances in nanophotonics‐based chiral biosensing approaches are comprehensively reviewed, highlighting key trends, advantages, and limitations of each technology. Special attention is given to emerging strategies that exploit magneto‐optical and quantum plasmonic phenomena to enhance sensitivity down to the level of a few molecules, or even a ...
Jorge Ricardo Mejía‐Salazar
wiley +1 more source
Effects of hydrostatic compression and kinetic vitrification on structural relaxation behaviors of amorphous drugs: how to predict them <i>via</i> simple theoretical models? [PDF]
Cuong TD, Phan AD.
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Comprehensive Network pharmacology and in vitro investigation of L-mimosine: unveiling multi-targeted therapeutic potential against breast cancer. [PDF]
Yadav JK +5 more
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Ultrasound in the Food Industry: Mechanisms and Applications for Non-Invasive Texture and Quality Analysis. [PDF]
Prempeh NYA +3 more
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Empirical evidence and theoretical understanding of ecosystem carbon and nitrogen cycle interactions. [PDF]
Stocker BD +12 more
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Annual Research Review: Psychosis in children and adolescents: key updates from the past 2 decades on psychotic disorders, psychotic experiences, and psychosis risk. [PDF]
Kelleher I.
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Approximating the Boundaries of Unstable Nuclei Using Analytic Continued Fractions
GECCO Companion, 2023We used evolutionary computation to approximate the nuclear binding energy B of stable nuclei with atomic mass number A = Z + N. Our symbolic regression approximation outperformed the Liquid Drop Model (LDM) for lighter nuclides, and is less complex.
P. Moscato, R. Grebogi
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Continued g-Fractions and Geometry of Bounded Analytic Maps
Journal of dynamical and control systems, 2013In this work, we study qualitative properties of real analytic bounded maps. The main tool is approximation of real-valued functions analytic in rectangular domains of the complex plane by continued g-fractions of Wall (1948).
A. Tsygvintsev
semanticscholar +2 more sources
This paper investigates the approximation of Horn hypergeometric function \(H_3\) using branched continued fractions (BCFs).Based on the formal branched continued fraction expansion for the ratio of hypergeometric functions \(H_3\), a branched continued ...
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