Extinction and Nonextinction for the Fast Diffusion Equation by Chunlai Mu, Li Yan, Yi-bin Xiao

“…This paper deals with the extinction and nonextinction properties of the fast diffusion equation of homogeneous Dirichlet boundary condition in a bounded domain of RN with N>2. …”
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Nonlinear diffusion in three dimension case by Arvydas Juozapas Janavičius

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The resonance phenomenon in the reaction–diffusion systems by A. I. Lebanov, A. P. Chernyaev, T. K. Starozhilova

Subjects: “…Reaction–diffusion; Axially symmetrical; Qualitative analysis; Chemical turbulence.…”
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Case of the Diffuse Form of Xanthogranulomatous Pyelonephritis by Tateki Yoshino, Hiroyuki Moriyama

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On Local Linear Approximations to Diffusion Processes by X. L. Duan, Z. M. Qian, W. A. Zheng

“…Diffusion models have been used extensively in many applications. …”
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Kinetics of quantum reaction-diffusion systems by Federico Gerbino, Igor Lesanovsky, Gabriele Perfetto

“…This open quantum dynamics represents a generalisation of classical reaction-diffusion dynamics to the quantum realm. We first show how initial conditions can be introduced in the Keldysh path integral via boundary terms. …”
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Temporalisation et diffusion des savoirs by Marie-Pierre Chopin

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Diffusion approximation of neuronal models revisited by Jakub Cupera

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Diffuse Alveolar Hemorrhage Induced by Vaping by Michael Agustin, Michele Yamamoto, Felix Cabrera, Ricardo Eusebio

“…He was later found to have diffuse alveolar hemorrhage syndrome that is likely induced by aggressive vaping. …”
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Diffusion-programmed catalysis in nanoporous material by Suvendu Panda, Tanmoy Maity, Susmita Sarkar, Arun Kumar Manna, Jagannath Mondal, Ritesh Haldar

“…While accelerated diffusion of reactants can elevate reaction rates, it often entails a compromise in geometric selectivity. …”
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Diffuse Pancreatic Carcinoma with Hepatic Metastases by Hoang Quan Nguyen, Ngoc Trinh Thi Pham, Van Trung Hoang, Hoang Anh Thi Van, Chinh Huynh, Duc Thanh Hoang

“…Pancreatic cancer is one of the seven leading causes of cancer death worldwide. Diffuse pancreatic carcinoma is very rare and underreported in the literature. …”
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Structured populations with diffusion in state space by Karl Peter Hadeler

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Lie Group Method of the Diffusion Equations by Jian-Qiang Sun, Rong-Fang Huang, Xiao-Yan Gu, Ling Yu

“…The diffusion equation is discretized in spacial direction and transformed into the ordinary differential equations. …”
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A Numerical Method for Time-Fractional Reaction-Diffusion and Integro Reaction-Diffusion Equation Based on Quasi-Wavelet by Sachin Kumar, Jinde Cao, Xiaodi Li

“…In this research work, we focused on finding the numerical solution of time-fractional reaction-diffusion and another class of integro-differential equation known as the integro reaction-diffusion equation. …”
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Some remarks on the links between the VIR and Gompertz diffusion models and the links between the CIR and Rayleigh diffusion models by Abdenbi El Azri, Ahmed Nafidi

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Diffusion behavior controlled performance enhancement of Nd-Fe-B magnets diffused by Tb-Ni alloy at various temperatures by Xuhang Zhang, Wanqi Qiu, Yixin Xu, Xuefeng Liao, Qing Zhou, Hongya Yu, Zhongwu Liu

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Diffuse Alveolar Hemorrhage Associated with Edoxaban Therapy by Kenichi Nitta, Hiroshi Imamura, Akihiro Yashio, Satoko Kashima, Katsunori Mochizuki

“…Chest computed tomography scan showed bilateral diffuse ground-glass opacities in the whole lung fields. …”
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Unstructured Grids and the Multigroup Neutron Diffusion Equation by German Theler

“…The neutron diffusion equation is often used to perform core-level neutronic calculations. …”
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On the Speed of Spread for Fractional Reaction-Diffusion Equations by Hans Engler

“…The fractional reaction diffusion equation 𝜕𝑡𝑢+𝐴𝑢=𝑔(𝑢) is discussed, where 𝐴 is a fractional differential operator on ℝ of order 𝛼∈(0,2), the 𝐶1 function 𝑔 vanishes at 𝜁=0 and 𝜁=1, and either 𝑔≥0 on (0,1) or 𝑔<0 near 𝜁=0. …”
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Convergence in Distribution of Some Self-Interacting Diffusions by Aline Kurtzmann

“…The present paper is concerned with some self-interacting diffusions (Xt,t≥0) living on ℝd. These diffusions are solutions to stochastic differential equations: dXt=dBt-g(t)∇V(Xt-μ¯t)dt, where μ¯t is the empirical mean of the process X, V is an asymptotically strictly convex potential, and g is a given positive function. …”
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