Diffusion MRI-based analysis of functional alterations of the glymphatic system in children with non-lesional epilepsy by Bixia Wu, Gengbiao Zhang, Yanting Wang, Hongyi Zheng, Hui Tan, Wenbin Zheng

“…Objective: Based on diffusion tensor imaging (DTI) data, we used DTI-analysis along the perivascular space (DTI-ALPS) and free-water mapping to investigate the function of the glymphatic system and its relationship with clinical features among pediatric patients with magnetic resonance imaging (MRI)-negative non-lesional epilepsy (NLE). …”
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Thermodynamic, diffusion and precipitation behaviors in Cu–Ni–Si–Co alloys: Modeling and experimental validation by Haoyue Ling, Ying Tang, Jing Zhong, Xiangpeng Meng, Min Zhang, Lijun Zhang

“…In this paper, a comprehensive study on the thermodynamic, diffusion, and precipitation behavior of Cu–Ni–Si–Co alloy was conducted by combining modeling and experimental techniques. …”
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Stability of Exact and Discrete Energy for Non-Fickian Reaction-Diffusion Equations with a Variable Delay by Dongfang Li, Chao Tong, Jinming Wen

“…This paper is concerned with the stability of non-Fickian reaction-diffusion equations with a variable delay. It is shown that the perturbation of the energy function of the continuous problems decays exponentially, which provides a more accurate and convenient way to express the rate of decay of energy. …”
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Time-Delayed Feedback Control of a Hydraulic Model Governed by a Diffusive Wave System by Boumediène Chentouf, Nejib Smaoui

“…This paper is concerned with the feedback flow control of an open-channel hydraulic system modeled by a diffusive wave equation with delay. Firstly, we put forward a feedback flow control subject to the action of a constant time delay. …”
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La diffusion de l’Internet en Côte d’Ivoire. Obstacles et implications by Alain François Loukou

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Local time statistics and permeable barrier crossing: From Poisson to birth-death diffusion equations by Toby Kay, Luca Giuggioli

“…We employ Feynman-Kac theory to derive and solve a set of governing birth-death diffusion equations and extend them to the case when barrier permeability is constant and asymmetric. …”
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Hopf bifurcation analysis in a diffusive predator-prey system with delay and surplus killing effect by Zuolin Shen, Junjie Wei

Subjects: “…diffusive predator-prey system…”
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Retrospective study of the frequency of diagnosing diffuse changes in the liver parenchyma according to the results of radiological studies by N.Yu. Ziuz, V.M. Bogomaz

“…Objective: to evaluate the incidence rate of structural diffuse changes in the liver using radiological methods in different sex-age groups of the adult population. …”
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Ab initio machine-learning unveils strong anharmonicity in non-Arrhenius self-diffusion of tungsten by Xi Zhang, Sergiy V. Divinski, Blazej Grabowski

“…The successful applications underscore the attainability of an accurate ab initio diffusion database.…”
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Chaotic image encryption algorithm based on single image local scrambling and dynamic feedback diffusion by Yeqin CUI, Guochao DING

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A Comparative Study of Fractional-Order Diffusion Model within Atangana-Baleanu-Caputo Operator by Mohammad Alshammari, Naveed Iqbal, Davis Bundi Ntwiga

“…We provided two different approaches for solving fractional-order diffusion equations in this article. The fractional Atangana-Baleanu derivative operator in addition to the Laplace transform is used to generate several new approximate-analytical solutions to the time-fractional diffusion equations. …”
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A Mixed Discontinuous Galerkin Approximation of Time Dependent Convection Diffusion Optimal Control Problem by Qingjin Xu, Zhaojie Zhou

“…In this paper, we investigate a mixed discontinuous Galerkin approximation of time dependent convection diffusion optimal control problem with control constraints based on the combination of a mixed finite element method for the elliptic part and a discontinuous Galerkin method for the hyperbolic part of the state equation. …”
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Numerical simulation of leakage and diffusion of buried pure hydrogen/hydrogen-doped natural gas pipeline by Weipeng HU, Guang CHEN, Baojin QI, Yonghai ZHANG

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Optimal Trade Execution under Jump Diffusion Process: A Mean-VaR Approach by Tianmin Zhou, Can Jia, Handong Li

“…To introduce this information impact, our paper proposes a Jump Diffusion model for optimal execution problem. The jumps in our model are described by the compound Poisson process where random jump amplitude depicts the information impact on price process. …”
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Global Attractivity of Positive Periodic Solution for a Delayed Predator-Prey System with Diffusion and Impulses by Yuanfu Shao, Xiaolan Xie, Zhixiang Ju

“…By constructing a suitable Lyapunov functional, the global attractivity of positive periodic solutions for a delayed predator-prey system with diffusion and impulses is studied in this paper. Finally, an example and numerical analysis are given to show the effectiveness of the main results.…”
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Evaluation of treatment for diffuse large B-cell lymphoma using plasma D-dimer levels by Ruonan Shao, Danchen Meng, Beibei Gao, Lu Zhang, Qingqi Meng, Yanqiu Hou, Zhangbiao Long, Jinsong Yan, Xiaofeng Shi

“…Abstract It has been documented that D-dimer levels have potential utility as a measure of tumor activity in diffuse large B-cell lymphoma (DLBCL), however whether it can be used as a predictive marker of treatment outcome has not been established. …”
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Investigation of the Structural Characteristics of the Gas Diffusion Layer Using Micro-X-Ray Computed Tomography by Qitong Shi, Cong Feng, Bing Li, Pingwen Ming

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A Strongly A-Stable Time Integration Method for Solving the Nonlinear Reaction-Diffusion Equation by Wenyuan Liao

“…The semidiscrete ordinary differential equation (ODE) system resulting from compact higher-order finite difference spatial discretization of a nonlinear parabolic partial differential equation, for instance, the reaction-diffusion equation, is highly stiff. Therefore numerical time integration methods with stiff stability such as implicit Runge-Kutta methods and implicit multistep methods are required to solve the large-scale stiff ODE system. …”
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Just Adaptation? How the Diffusion of Norms in the Global Climate Regime Affects International Climate Politics by Delf Rothe

“…The article shows how the diffusion of norms and changing images of climate change have shifted the interests of the actors under the UN Framework Convention on Climate Change. …”
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Diffusion kinetics of boron in the X200CrMoV12 high-alloy steel by Azouani O., Keddam M., Brahimi A., Sehisseh A.

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