Mathematical modeling of epidemiological phenomena, using systems of differential equations, combined with the evolution of computational techniques, increasingly contributes to decision-making processes, prevention and ...

This research aims to establish relationships between Problem Solving, Financial Mathematics and Financial Education. To fulfill this purpose, we chose to use two databases, the Coordination for the Improvement of Higher ...

The present work was developed within the framework of a bibliographical review consisting of books and scientific articles that discuss the history of the so-called Bessel functions, and aimed to follow the path of its ...

Geometry is a branch of mathematics that is of fundamental importance for the intellectual formation of students. The main objective of this research was to propose a lesson plan for teaching the Pythagorean Theorem through ...