ECONOMIC-MATHEMATICAL MODELS OF INVESTMENT ACTIVITY IN HOUSING AND CONSTRUCTION SPHERE by E. Acri, I. Egorova

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Mathematical Modeling Methods and Their Application in the Analysis of Complex Signal Systems by Yanjun Li

“…Mathematical models are effective means of answers established by humans to solve real-world problems. …”
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Melatonin in Epilepsy: A New Mathematical Model of Diurnal Secretion by Justyna Paprocka, Marek Kijonka, Marcin Pęcka, Maria Sokół

“…The main objective of the study was to create a mathematical model that describes the melatonin circadian secretion and, then the functionality of the model was tested by a comparison of the melatonin secretions in children with and without epilepsy. …”
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PROBABILITY MATHEMATICAL MODEL OF CRYSTALLIZATION OF BINARY ALLOY AT POURING OF STEEL by Ju. A. Samojlovich, V. I. Timoshpolskij, S. M. Kabishov

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COMPARISON OF THE EFFICIENCY OF VARIOUS GAS INDUSTRY SCHEMES BY THE MATHEMATICAL MODELING by M. Kuternin

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Mathematic Modelling on Water Environment of Estuarine Area of the Pearl River by 徐峰俊, 朱士康, 刘俊勇

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Mathematical Modelling of the Transmission of Ebola Virus in Human Populations in Uganda. by Nkamuhabwa, Jolly

Subjects: “…Mathematical Modelling…”
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Mathematical Modeling of Commensalism Between Two Species with Limited Resources. by Namutebi, Aminah

Subjects: “…Mathematical Modeling…”
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Mathematical Model For Transmission and Control of Covid-19 In Human Population. by Marahi, Brian

Subjects: “…Mathematical Model…”
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Mathematical Modelling of Typhoid Fever Disease with Protection Against Infection. by Atukwatse, Edinah

Subjects: “…Mathematical Modelling…”
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Mathematical modelling criminality in Lithuania in a context of the East European countries by Vitalija Rudzkienė

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A Mathematical Modeling and an Optimization Algorithm for Marine Ship Route Planning by Lili Huang

“…As a result, the goal of this work is to delve into the mathematical modeling and the best algorithm for marine ship route planning. …”
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Application of Discrete Mathematical Model in Edge Distortion Correction of Moving Image by Qingwei Xu, Zhoufeng Liu

“…Therefore, this study proposes an edge distortion correction method of moving images using a discrete mathematical model. According to the image binarization, the moving target region is segmented, the motion fuzzy degradation model is constructed by using the discrete mathematical model, the global structure information of the image is considered by the structure similarity, the image gradient is transformed from the rectangular coordinate system to the polar coordinate system, the image deconvolution algorithm of the edge distribution of the natural image is used to enhance the image edge features, and the edge distortion correction of the moving image is realized. …”
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Catastrophic and violent tornadoes: a detailed review of physical-mathematical models by Sergey A. Arsen’yev, Lev V. Eppelbaum

“…In this work, we suggest a novel common physical-mathematical models. One of such models explains the formation process of a strong tornado, which is divided into two stages. …”
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RETRACTED: Mathematical modeling of particle movement in laminar flow in a pipe by Ibrokhimov Abdulfatto, Orzimatov Jahongir, Usmonov Mavlonbek, Otakulov Bakhromjon, Mirzababayeva Saxiba

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A mathematical model of stem cell regeneration with epigenetic state transitions by Qiaojun Situ, Jinzhi Lei

“…In this paper, we study a mathematical model of stem cell regeneration with epigenetic state transitions. …”
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On fatigue behaviour of two spring steels. Part II: Mathematical models by D.Angelova, R. Yordanova, T. Lazarova, S. Yankova

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Mathematical Model of Mercury Capture in the Filter of an Entrained-Flow Reactor System by Tim C. Keener, Kwang-Joong Oh, Sang-Sup Lee

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Discrete Coupling and Synchronization in the Insulin Release in the Mathematical Model of the β Cells by L. J. Ontañón-García, E. Campos-Cantón

“…The aim of this work is to generate in-phase bursting electrical activity (BEA) in β cells with different behaviors such as active, inactive, and continuous spiking cells based on mathematical models using a discrete time coupling. The approach considers two steps, the former is a mechanism on how to force β cells to switch from silent phase to active, the latter is based on how to deal with in phase synchronization between active β cells. …”
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On a mathematical model of tumor growth based on cancer stem cells by J. Ignacio Tello

“…We consider a simple mathematical model of tumor growth based on cancer stem cells. …”
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