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  • Perspectives on Mathematical Modeling Education: Conceptions and . . . - MDPI
    Mathematical modeling is a cyclical process in which mathematics is used to represent, explore, and better understand real-world situations by mathematizing a problem and validating the results Unlike traditional word problems, modeling tasks require learners to make assumptions, define quantities, apply mathematics, interpret results, and revise solutions within authentic contexts
  • A Mathematical Model for an Inventory Management and Order Quantity . . .
    The article’s main contribution is a new mathematical model that solves the quality constraint and demand in a single step, which is a significant advancement The problem is complex due to several factors, including nonlinear equations, market trade-offs, and price-dependent demand
  • Fractional Order Mathematical Model for Predicting and Controlling . . .
    The fractional order in the mathematical model is used to describe memory effects, hereditary properties, and anomalous dynamics in systems in physics, epidemiology, and engineering
  • Mathematical Modeling of Economic Growth, Corruption, Employment and . . .
    In this paper, we construct and propose a new mathematical model to study the dynamics of economic growth, corruption, unemployment, and inflation The proposed model includes several relationships between these social and economic factors that have been studied and presented by economists The mathematical model has several equilibrium points that are related to different socioeconomic
  • Using Machine Learning for the Precise Experimental Modeling of . . . - MDPI
    When catastrophe theory is applied to the experimental modeling of catastrophe phenomena, it is impossible to know in advance the corresponding relationship and mapping form between the parameters of the actual catastrophe mathematical model and the parameters of the canonical catastrophe mathematical model
  • Mathematical Modeling and Its Application in Medicine
    A mathematical model of cerebral blood flow in the form of a dynamical system is studied The cerebral blood flow autoregulation modeling problem is treated as a nonlinear control problem and the potential and applicability of the nonlinear control theory techniques are analyzed in this respect
  • Dynamics of Bone Remodeling by Using Mathematical Model Under . . . - MDPI
    In this section, we present an improved mathematical model for the bone remodeling process by reformulating an existing system of differential equations within the framework of fractional calculus The model describes the dynamics of three primary bone cell populations: osteoblasts, osteoclasts, and osteocytes, denoted by Y, Z, and W, respectively
  • Mathematical Model of Data Processing in a Personalized Search . . .
    This paper presents a probabilistic-temporal modeling approach for analyzing data processing stages in a personalized recommendation system for digital heritage collections The methodology is based on (Graphical Evaluation and Review Technique) GERT network formalism, which enables the representation of complex probabilistic workflows with feedbacks and alternative branches For each
  • Mathematical Model for the Generalized VRP Model - MDPI
    2 The Mathematical Model of the Generalization of the Vehicle Routing Problem The purpose of this chapter is to present a mathematical model of the generalized Vehicle Routing Problem The generalized system presented here includes the systems listed in the review





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