Subspace Compressive GLRT Detector for MIMO Radar in the Presence of Clutter by Siva Karteek Bolisetti, Mohammad Patwary, Khawza Ahmed, Abdel-Hamid Soliman, Mohamed Abdel-Maguid

“…In this paper, a mathematical model is proposed to optimise the target detection performance of a MIMO radar detector in the presence of clutter. …”
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Calculation of the quantity of oxygen required for maintenance of the predetermined temperature of steel during its boiling period in a steel-melting arc furnace by I. G. Biokh, S. A. Fomenko, S. M. Kozlov, O. G. Khopova, M. P. Guljaev, M. G. Pshonik

“…The article provides а mathematical model of steel smelting in a steel-melting arc furnace with provision for calculation of necessary quantity of oxygen for maintenance of preset temperature of steel when arcs are switched off It shows that oxygen supply during the arcs disconnection period secures energy consumption reduction.…”
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Usage of Non-Explicit Numerical Diagram of Triple Dimensional Equation of Heat Conduction in Problems of Thermal Treatment Optimization by A. N. Chichko, A. S. Borozdin

“…A mathematical model and a program for determination of temperature field dynamics in industrial-scale blanks of unspecified and three-dimensional configuration at thermal treatment according to preset mode are presented in the paper. …”
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Computer simulation of synthesis of yttrium aluminum garnet by Feliksas Ivanauskas, Aivaras Kareiva, Bogdanas Lapcun

“… A mathematical model of synthesis of yttrium aluminum garnet is presented and used for computer simulation of the synthesis. …”
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Temperature and Temperature Stress Design in the Sides of Moving Melts Passages by R. I. Esman

“…The analysis of heat and thermo-stressed state of plane channels with moving melts of liquid metals is carried out.The developed mathematical model and numerical experiment allow to determine the main control parameters of special types of casting for fabricating thin pieces by pressing, liquid stamping methods and low pressure die and regulated casting.…”
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Mathematical Analysis of Diarrhea Model with Saturated Incidence Rate. by Musinguzi, Jason

“…A compartmental mathematical model of (SITR)was presented to investigate the effect of saturation treatment on the dynamical spread of diarrhea in the community. …”
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Recovery Capabilities of Rateless Codes on Simulated Turbulent Terrestrial Free Space Optics Channel Model by A. Andò, S. Mangione, L. Curcio, S. Stivala, G. Garbo, R. Pernice, A. C. Busacca

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Qualitative analysis of a model for co-culture of bacteria and amoebae by Laura Fumanelli, Pierre Magal, Dongmei Xiao, Xiao Yu

“…In this article we analyze a mathematical model presented in[11]. The model consists of two scalar ordinarydifferential equations, which describe the interaction betweenbacteria and amoebae. …”
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INDICATORS OF EFFICIENCY OF THE PILOTLESS AVIATION COMPLEX by A. S. Benkafo

“…The general principles of an estimation of efficiency of application of pilotless aviation complexes are considered at monitoring of a terrestrial surface in the conditions of presence of unauthenticity of the information on the basis of mathematical  modelling  with  the  account  of  hierarchical  construction  and  influence of  the  human  factor.  …”
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The analysis of bearing capacity of main pipeline in presence of corrosion defects by К. А. Vansovich, I. P. Aistov, А. А. Nakhlestkin, D. S. Beseliya

“…A mathematical model is presented that allows modeling fatigue defects of corrosion origin on main pipelines. …”
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Modeling shrimp biomass and viral infection for production of biological countermeasures by H. Thomas Banks, V. A. Bokil, Shuhua Hu, A. K. Dhar, R. A. Bullis, C. L. Browdy, F.C.T. Allnutt

“…In this paper we develop a mathematical model for the rapid productionof large quantities of therapeutic and preventive countermeasures. …”
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Mathematical Analysis of Diarrhea Model with Saturated Incidence Rate. by Musinguzi, Jason

“…We present a compartmental mathematical model of (SITR) to investigate the effect of saturation treatment in the dynamical spread of diarrhea in the community. …”
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Presenting a model for solving lot-streaming hybrid flow shop scheduling problem by considering independent setup time and transportation time by Roja Ruhbakhsh, Esmaeil Mehdizadeh, Mohammad Amin Adibi

“…The obtained results show the performance of the mathematical model. Then, two proposed algorithms are used to solve the large-scale problems. …”
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Generation of address sequences with specified switching activity and address repeatability by V. N. Yarmolik, N. A. Shevchenko, V. А. Levantsevich, D. V. Demenkovets

“…Presented results are based on a universal method for generating quasi-random Sobol sequences, which are effectively used to generate targeted test sequences. As an initial mathematical model, a modification of the indicated generation method proposed by Antonov and Saleev is used. …”
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Epidemiological Characteristics of Generalized COVID-19 Deterministic Disease Model by Shuo Li, Nasir Hussain, Ihsan Ullah Khan, Amjid Hussain, Shewafera Wondimagegnhu Teklu

“…COVID-19 is widely investigated by researchers through mathematical models from different aspects. Inspired from the literature, in the present paper, the generalized deterministic COVID-19 model is considered and examined. …”
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Study on Rock-Breaking Depth and Damage Area under Particle Jet Impact by Fushen Ren, Tiancheng Fang, Xiaoze Cheng

“…Then, based on the spherical cavity expansion theory, the mathematical model of rock-breaking depth and damage area under particle jet impact was established. …”
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Dynamic Characteristics Analysis of a Seismic Vibrator-Ground Coupling System by Liu Jun, Huang Zhi-Qiang, Li Gang, Li Shi-De, Liu Xian, Zhang Kai

“…A mathematical model to describe the seismic vibrator and ground coupling is proposed based on dynamic analyses of the vibrator baseplate structure and properties of soil. …”
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Blood coagulation dynamics: mathematicalmodeling and stability results by Adélia Sequeira, Rafael F. Santos, Tomáš Bodnár

“…Coagulation is initiated in response to endothelial surface vascular injury or certain biochemical stimuli, by the exposure of plasma to Tissue Factor (TF), that activates platelets and the coagulation cascade, inducing clot formation, growth and lysis.In recent years considerable advances have contributed to understand this highly complex process and some mathematical and numerical models have been developed. However, mathematical models that are both rigorous and comprehensive in terms of meaningful experimental data, are not available yet.In this paper a mathematical model of coagulation and fibrinolysis in flowing blood that integrates biochemical, physiologic and rheological factors, is revisited. …”
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Optimization of FCAW Parameters for Ferrite Content in 2205 DSS Welds Based on the Taguchi Design Method by Tianqi Li, Yingying Zhang, Lei Gao, Yunhao Zhang

“…The analysis of variance (ANOVA) was applied, and a mathematical model was developed to predict the effect of process parameters on the responses. …”
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Rotating antibiotics selects optimally against antibiotic resistance, in theory by Robert E. Beardmore, Rafael Peña-Miller

“…The purpose of this paper is to use mathematical models to investigate the claim made in the medical literature over a decade ago that the routine rotation of antibiotics in an intensive care unit (ICU) will select against the evolution and spread of antibiotic-resistant pathogens. …”
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