DETERMINATED SIGNALS MATHEMATICAL MODELS ON THE BASIS OF PRIMITIVE FUNCTION SYSTEMS by V. N. Isakov

Subjects: Get full text

Using the Scientific Method to Engage Mathematical Modeling: An Investigation of pi by Lester A. C. Archer, Karen Ng

“… The purpose of this paper is to explain how to use the scientific method as the framework to introduce mathematical model. Two interdisciplinary activities, targeted for student in grade 6 or grade 7,  are explained to show the application of the scientific method while building a mathematical model to investigate the relationship between the circumferences and the diameter of circular objects. …”
Get full text

A Complex Dynamic of an Eco-Epidemiological Mathematical Model with Migration by Assane Savadogo, Boureima Sangaré, Wendkouni Ouedraogo

“…In this paper, we propose an eco-epidemiological mathematical model in order to describe the effect of migration on the dynamics of a prey–predator population. …”
Get full text

Construction of Mathematical Model of Logistics Delivering Based on Intelligent Mobilization by Haijun Liang, Jing Guo

“…Based on the previous theoretical research results, this paper intends to explore the intelligent logistics distribution route selection scheme by using mathematical modeling methods such as particle swarm optimization, so as to provide new technologies and methods for logistics distribution operation and management decision-making. …”
Get full text

Implementation of PI-speed controller of DC motor by mathematical modeling by A. S. Semenov, Yu. V. Bebikhov, I. A. Yakushev, O. V. Fedorov

Subjects: Get full text

A Mathematical Model for Peristaltic Transport of Micro-Polar Fluids by S. K. Pandey, Dharmendra Tripathi

“…A mathematical model has been constructed for peristaltic transport of micro-polar fluid in a circular cylindrical tube of finite length by letting sinusoidal waves propagate along the wall that induce contraction and relaxation but not expansion beyond the natural boundary. …”
Get full text

A New Mathematical Model for Food Thermal Process Prediction by Dario Friso

“…The process time calculated using the g value obtained from the mathematical model closely followed the time calculated from the tabulated g values (root mean square of absolute errors RMS = 0.567 min, average absolute error = 0.421 min with a standard deviation SD = 0.380 min). …”
Get full text

Mathematical Model and Algorithm for the Reefer Mechanic Scheduling Problem at Seaports by Jiantong Zhang, Yujian Song

“…To minimize the sum of the total tardiness of all tasks and the total working distance of all mechanics, we formulate a mathematical model. For the resolution of this problem, we propose a DE algorithm which is combined with efficient heuristics, local search strategies, and parameter adaption scheme. …”
Get full text

A Mathematical Model for a Transmissible Disease with a Variant by A. Otto, M. Amidou

“…In this article, we have proposed and analyzed a mathematical model in order to study the effect of health precautions and treatment for a disease transmitted by contact in a constant population. …”
Get full text

Manifesto for transparent mathematical modeling: from ecology to general science by Vyacheslav L. Kalmykov, Lev V. Kalmykov

“…As a framework for reproducing and further developing the method, we present a C++ code of two transparent mathematical models of an ecosystem. A shift to transparency in the mathematical modeling paradigm has the potential to revolutionize scientific research and to advance knowledge and technology in a wide variety of domains.…”
Get full text

Melatonin and Angelman Syndrome: Implications and Mathematical Model of Diurnal Secretion by Justyna Paprocka, Marek Kijonka, Piotr Wojcieszek, Marcin Pęcka, Ewa Emich-Widera, Maria Sokół

“…The main aim of the study was to compare the melatonin rhythms in subjects with Angelman syndrome (n=9) and in children with (n=80) and without (n=40) epilepsy (nonepileptic patients diagnosed with peripheral nerve palsies, myopathy, and back pain) using our mathematical model of melatonin circadian secretion. The characteristics describing the diurnal hormone secretion such as minimum melatonin concentration, release amplitude, phase shift of melatonin release, and sleep duration as well as the dim light melatonin onset (DLMO) of melatonin secretion and the γ shape parameter allow analyzing the fit and deducing about how much the measured melatonin profile differs from a physiological bell-shaped secretion. …”
Get full text

Mathematical modeling in autoimmune diseases: from theory to clinical application by Yaroslav Ugolkov, Yaroslav Ugolkov, Yaroslav Ugolkov, Antonina Nikitich, Antonina Nikitich, Cristina Leon, Gabriel Helmlinger, Kirill Peskov, Kirill Peskov, Kirill Peskov, Kirill Peskov, Victor Sokolov, Victor Sokolov, Alina Volkova, Alina Volkova

Subjects: Get full text

Development and investigation of the mathematical model for threedirectional forced synhronization system by Violeta Borsuk, Jonas Rimas

Get full text

Universality of oscillation theory laws. types and role of mathematical models by Polina S. Landa

Get full text

Investigation of the mathematical model of the multidimensional automatic control system with delays by Jonas Rimas

“… The mathematical model of the mutual synchronization system composed of n = 2p (p ∈ N) joined into a chain oscillators is investigated. …”
Get full text

Mathematical modeling of physical processes in test complexes of electric machines by D. I. Popov

Subjects: Get full text

A Mathematical Model for the Dynamics of Income Distribution in the Presence of Production by Maria Letizia Bertotti

“…In this paper, a mathematical model is formulated, suitable to explain the evolution of income distribution over a population in the presence of production. …”
Get full text

Mathematical Modeling and Stability Analysis of Systemic Risk in the Banking Ecosystem by Irène Irakoze, Fulgence Nahayo, Dennis Ikpe, Samuel Asante Gyamerah, Frederi Viens

Get full text

Mathematical models of Plasmodium vivax transmission: A scoping review. by Md Nurul Anwar, Lauren Smith, Angela Devine, Somya Mehra, Camelia R Walker, Elizabeth Ivory, Eamon Conway, Ivo Mueller, James M McCaw, Jennifer A Flegg, Roslyn I Hickson

“…Overall, the existing literature on mathematical models for P. vivax encompasses various aspects of the parasite's dynamics. …”
Get full text

Mathematical Modelling of Tuberculosis and Hepatitis C Coinfection Dynamics with No Intervention by Mohammed Kizito, Hasifa Nampala, Pius Ariho

“…In this study, a deterministic tuberculosis (TB)-hepatitis C (HCV) coinfection mathematical model with no intervention is analysed purposely to examine the dynamics of TB-HCV coinfection so as to find conditions for reducing the transmission of both TB and HCV. …”
Get full text