Optimization: finding optimal solutions through mathematics

Optimisation : trouver des solutions optimales grâce aux mathématiques

IN BRIEF Mathematical optimization: finding the best solution among several alternatives. Proven techniques such as the walking line to reduce the number of vertex evaluations. Importance of modeling to transform complex problems into linear analyses. Metaheuristic algorithms simplify solving optimization problems. Practical application in various fields, including supply chain and optimization under constraints. Identification of … Read more

Applications of graph theory in real life

Applications de la théorie des graphes dans la vie réelle

IN BRIEF Social networks: Modeling interactions between users. Transport: Optimizing routes in public transport systems. Energy: Analyzing electrical grids for optimal distribution. Neural: Representing connections in neural networks. Logistics: Efficient management of supply chains. Biology: Analyzing relationships between species and constructing genealogies. Languages: Grammatical structuring for translation algorithms. Marketing: Targeting consumers via network analysis. The … Read more

Mathematics in global economics and finance

Les mathématiques dans l'économie et la finance mondiale

IN BRIEF Major impact of mathematics on the economy and finance. High recruitment of mathematicians in the financial sector. Mathematical models for financial risk assessment. Steady interest in mathematical finance since economic crises. Essential mathematical tools for economists. Application of applied mathematics to optimize economic decisions. Role of mathematics in the modernization of financial practices. … Read more