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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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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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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Mathematical model of insulation breakdown prediction based on partial discharge characteristics by I. V. Komarov, D. A. Polyakov, K. I. Nikitin, V. Yu. Miroshnik

“…The article describes the proposed mathematical model for assessing the residual resource of insulation by modeling the growth of a defect. …”
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MATHEMATICAL MODELS FOR NUMERICAL ANALYSIS OF THE SCALING PROCESSES AT HEATING OF MOVING INGOTS by A. N. Chichko, A. S. Borozdin

“…There is offered the mathematical model for numerical analysis of the processes of scaling, proceeding at heating of the moving ingot. …”
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Mathematical modelling of cardiac pulse wave reflections due to arterial irregularities by Alexandre Cornet

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A mathematical model for distribution of calcium in silicon by vacuum directional solidification by Zheng D., Wei K., Ma W., Sheng Z., Dai Y.

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On Fitting Of Mathematical Models Of Cell Signaling Pathways Using Adjoint Systems by Krzysztof Fujarewicz, Marek Kimmel, Andrzej Swierniak

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Mathematical Modelling of Acetaminophen Release in HPC/PAAm Hydrogel: Synthesis and Application by Abigail M. Díaz-Guerrero, Claudia A. Castillo-Miranda, Carlos F. Castro-Guerrero, Hernán Peraza-Vázquez, Ana B. Morales-Cepeda, Adrián F. Peña-Delgado

“…In this paper, the mathematical modelling of acetaminophen release in hydroxypropyl cellulose with polyacrylamide (HPC/PAAm) is reported. …”
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A Mathematical Model of the Transmission Dynamics and Control of Bovine Brucellosis in Cattle by Stephen Abagna, Baba Seidu, C. S. Bornaa

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Qualitative and Computational Analysis of a Mathematical Model for Tumor-Immune Interactions by F. A. Rihan, M. Safan, M. A. Abdeen, D. Abdel Rahman

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A mathematical model of HTLV-I infection with two time delays by Xuejuan Lu, Lulu Hui, Shengqiang Liu, Jia Li

“…In this paper, we include two time delays in a mathematical model for the CD8$^+$ cytotoxicT lymphocytes (CTLs) response to the Human T-cell leukaemia virus type I (HTLV-I) infection,where one is the intracellular infection delay and the other is the immune delay to account for aseries of immunological events leading to the CTL response. …”
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Mathematical model for energy savings in blood donations at the Cienfuegos Blood Bank by David Lorenzo Calles, Manuel E. Cortés Cortés

“…<br /><strong>Objective:</strong> to develop a statistical-mathematical model to determine the number of blood donors who minimize electricity consumption at the Cienfuegos Blood Bank and comply with the institution's plans.…”
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A delayed mathematical model for testosterone secretion with feedback control mechanism by Banibrata Mukhopadhyay, Rakhi Bhattacharyya

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Integral invariant manifold method applied to a mathematical model of osteosarcoma by Ophir Nave

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Mathematical Modeling for Optimal Management of Human Resources in Banking Sector of Bangladesh by Uzzwal Kumar Mallick, Md. Haider Ali Biswas

“…A new mathematical model on human resources divided employees into two compartments, namely, fresher and expert employees, has been designed and analyzed. …”
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Application of Linear Regression Mathematical Model in the Evaluation of Teachers’ Informatization Quality by Shuping Li, Xinlei Yuan

“…Through the quantitative analysis of the evaluation index system of the education informatization level, the multiple linear regression analysis method was used to establish the linear regression mathematical model of the school education informatization level on each secondary index, and the influence of various indicators on the school education informatization level was analyzed to establish a scientific evaluation system to evaluate the literacy of teachers’ informatization education and to give suggestions for improving the level of school education informatization. …”
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Mathematical modeling of the self vibration frequencies of mechanical frames of controls rigs by Algimantas Bartaševičius, Petras Ilgakojis, Stanislovas Merkevičius

“…The theory of instantaneous cylindrical tubes and main equations of theory of elasticity can be used to develop the mathematical model. Vibrations of one and two layers thin – border tubes are considered, differential equations with partial derivatives are created to discribe vibrations. …”
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