A mathematical model for the spread of west nile virus in migratory and resident birds by Louis D. Bergsman, James M. Hyman, Carrie A. Manore

Subjects: “…mathematical model…”
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Effect of intraocular pressure on the hemodynamics of the central retinal artery: A mathematical model by Giovanna Guidoboni, Alon Harris, Lucia Carichino, Yoel Arieli, Brent A. Siesky

“…The predictions of the mathematical model are in very good agreement with experimental and clinical data. …”
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Melatonin in Tuberous Sclerosis Complex Analysis Using Modern Mathematical Modeling Methods by Justyna Paprocka, Marek Kijonka, Łukasz Boguszewicz, Maria Sokół

“…To describe the diurnal melatonin secretion, mathematical model was constructed and nonlinear least squares method with the Levenberg-Marquardt optimization algorithm was applied to approximate its parameters. …”
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Mathematical Modelling and Optimal Control Strategies of a Multistrain COVID-19 Spread by Bouchaib Khajji, Lahoucine Boujallal, Omar Balatif, Mostafa Rachik

“…In this paper, we propose a continuous mathematical model that describes the spread of multistrains COVID-19 virus among humans: susceptible, exposed, infected, quarantined, hospitalized, and recovered individuals. …”
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Current Controlled AC/DC Converter and Its Performance—A Mathematical Model by Jan Iwaszkiewicz, Piotr Mysiak, Adam Muc

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Mathematical model to support pathological assessment and its integration into a web tool by Rafael Otal, Pedro Enrique Pérez

Subjects: “…mathematical modelling; bim; damage assessment; pathology web tools…”
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Mathematical Model of Solid Food Pasteurization by Ohmic Heating: Influence of Process Parameters by Francesco Marra

“…Pasteurization of a solid food undergoing ohmic heating has been analysed by means of a mathematical model, involving the simultaneous solution of Laplace’s equation, which describes the distribution of electrical potential within a food, the heat transfer equation, using a source term involving the displacement of electrical potential, the kinetics of inactivation of microorganisms likely to be contaminating the product. …”
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A fractional mathematical model for assessing cancer risk due to smoking habits by Anil Chavada, Nimisha Pathak, Sagar R. Khirsariya

“…Mathematical Modelling and Control…”
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A Mathematical Model for Optimal Management and Utilization of a Renewable Resource by Population by B. Dubey, Atasi Patra

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Mathematical Modeling of Properties and Structures of Crystals: From Quantum Approach to Machine Learning by Grzegorz Matyszczak, Christopher Jasiak, Gabriela Rusinkiewicz, Kinga Domian, Michał Brzozowski, Krzysztof Krawczyk

“…The aim of this article is to review the most important mathematical models of crystal structures and properties that vary, among others, from quantum models (e.g., density functional theory, DFT), through models of discrete mathematics (e.g., cellular automata, CA), to machine learning (e.g., artificial neural networks, ANNs).…”
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A Mathematical Model for the Dynamics of Onchocerciasis With Vector Control and Mass Drug Administration by Martin Karuhanga, Victor Yiga

“…In this paper, we investigate the transmission dynamics of onchocerciasis with asymptomatic infected humans using a mathematical model. The model incorporates interventions for treatment and vector control to evaluate the impact of these strategies. …”
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A mathematical model for antibiotic control of bacteria in peritoneal dialysis associated peritonitis by Colette Calmelet, John Hotchkiss, Philip Crooke

“…A study of the process of pharmacokinetics-pharmacodynamics (PKPD) of antibiotics and their interaction with bacteria during peritoneal dialysis associated peritonitis (PDAP) is presented. We propose a mathematical model describing the evolution of bacteria population in the presence of antibiotics for different peritoneal dialysis regimens. …”
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A Survey and Perspectives on Mathematical Models for Quantitative Precipitation Estimation Using Lightning by Carlos Manuel Minjarez-Sosa, Julio Waissman

“…In early studies, mathematical models were deduced to quantify this relationship and used to estimate precipitation. …”
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MATHEMATICAL MODEL OF RESOURCE-SAVING PRODUCTION TECHNOLOGY OF BAKED GOODS WITH AMARANTH FLOUR by ANASTASIA SHISHKIN, MADINA SADYGOVA, MARIA BELOVA, TATYANA KIRILLOVA

“…According to the research results, the expediency of using flour from amaranth variety Flying in the technology of bakery products made from wheat flour with a satisfactory weak gluten in quality to give them functional properties has been proved. Based on the mathematical model, the optimal parameters of the process are determined: the amount of amaranth flour in the recipe for buns is 15 %, fermentation time - 85 min, dough kneading liquid - goat milk serum. …”
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Experimental Verification of the Adequacy of Mathematical Model of the Reciprocating Electric Electromagnetically Excited Generator by A. B. Menzhinski, A. N. Malashin, Yu. V. Sukhodolov

Subjects: “…mathematical model…”
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A minimal mathematical model for the initial molecular interactions of death receptor signalling by Christian Winkel, Simon Neumann, Christina Surulescu, Peter Scheurich

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Sensitivity and Optimal Control Analysis of an Extended SEIR COVID-19 Mathematical Model by C. M. Wachira, G. O. Lawi, L. O. Omondi

“…In this paper, a mathematical model based on a system of ordinary differential equations is developed with vaccination as an intervention for the transmission dynamics of coronavirus 2019 (COVID-19). …”
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Mathematical model of inertial-optical autonomous navigation complex of unmanned aerial vehicle by A. A. Sheinikov, V. A. Malkin

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Retracted: Application of Linear Regression Mathematical Model in the Evaluation of Teachers’ Informatization Quality by null Complexity

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Optimal control of a mathematical model for cancer chemotherapy under tumor heterogeneity by Shuo Wang, Heinz Schättler

“…We consider cancer chemotherapy as an optimal control problem with the aim to minimize a combination of the tumor volume and side effects over an a priori specified therapy horizon when the tumor consists of a heterogeneous agglomeration of many subpopulations. The mathematical model, which accounts for different growth and apoptosis rates in the presence of cell densities, is a finite-dimensional approximation of a model originally formulated by Lorz et al. [18,19] and Greene et al. [10,11] with a continuum of possible traits. …”
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