Abstract

The mathematical and statistical modeling of the problem of poverty is a major challenge given Burundi’s economic development. Innovative economic optimization systems are widely needed to face the problem of the dynamic of the poverty in Burundi. The Burundian economy shows an inflation rate of -1.5% in 2018 for the Gross Domestic Product growth real rate of 2.8% in 2016. In this research, the aim is to find a model that contributes to solving the problem of poverty in Burundi. The results of this research fill the knowledge gap in the modeling and optimization of the Burundian economic system. The aim of this model is to solve an optimization problem combining the variables of production, consumption, budget, human resources and available raw materials. Scientific modeling and optimal solving of the poverty problem show the tools for measuring poverty rate and determining various countries’ poverty levels when considering advanced knowledge. In addition, investigating the aspects of poverty will properly orient development aid to developing countries and thus, achieve their objectives of growth and the fight against poverty. This paper provides a new and innovative framework for global scientific research regarding the multiple facets of this problem. An estimate of the poverty rate allows good progress with the theory and optimization methods in measuring the poverty rate and achieving sustainable development goals. By comparing the annual food production and the required annual consumption, there is an imbalance between different types of food. Proteins, minerals and vitamins produced in Burundi are sufficient when considering their consumption as required by the entire Burundian population. This positive contribution for the latter comes from the fact that some cows, goats, fishes, ···, slaughtered in Burundi come from neighboring countries. Real production remains in deficit. The lipids, acids, calcium, fibers and carbohydrates produced in Burundi are insufficient for consumption. This negative contribution proves a Burundian food deficit. It is a decision-making indicator for the design and updating of agricultural policy and implementation programs as well as projects. Investment and economic growth are only possible when food security is mastered. The capital allocated to food investment must be revised upwards. Demographic control is also a relevant indicator to push forward Burundi among the emerging countries in 2040. Meanwhile, better understanding of the determinants of poverty by taking cultural and organizational aspects into account guides managers for poverty reduction projects and programs.

Highlights

  • Burundi and the African continent exist four billion years ago

  • Innovative economic optimization systems are widely needed to face the problem of the dynamic of the poverty in Burundi

  • The results of this research fill the knowledge gap in the modeling and optimization of the Burundian economic system. The aim of this model is to solve an optimization problem combining the variables of production, consumption, budget, human resources and available raw materials

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Summary

Introduction

Burundi and the African continent exist four billion years ago. Burundi remains poor in view of the world economic balance. The Burundian economy shows an inflation rate of −1.5% in 2018 for a real GDP growth rate of 2.8% in 2016 In this paper, it is a question of finding models contributing to the resolution of the problem of poverty in Burundi. The results of this research come to fill the knowledge gap in the modeling and optimization of the Burundian economic system It is a question of finding an optimization model combining the variables of production, consumption, budget, human resources and available raw materials. Knowledge of the other aspects that eliminate poverty will make it possible to properly orient development aid to developing countries and achieve their objectives of growth and the fight against poverty This theme provides a new and innovative framework for scientific research on a global scale in view of the multiple facets of this problem [1] [2].

Nahayo et al DOI
Mathematical Modeling of the Poverty Problem in Burundi
Identification of State Variables and Technical Control Variables
Objective Function
Mathematical Modeling of Optimal Control of the Poverty Problem
Symplectic Partitioned Runge Kutta Algorithm
Details of the Equations of the Symplectic Partitioned Runge Kutta Algorithm
Data Capturing and Description
Numerical Output and Convergence Process
Analysis Relationship for Consumption versus Production
Conclusions
Findings
Future Perspective
Full Text
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