EDUCATIONAL OBJECTIVES
The course aims to improve students' knowledge of both macro and microeconomic static and dynamic economic models. The difficulties of analytical solution will be illustrated, subsequently addressing the possibilities of their numerical solution. The numerical methods required will be presented during the course ishowing how to efficiently solve the analyzed economic models and providing the necessary knowledge to tackle other problems with similar mathematical needs.
The ultimate goal is to enable students to independently undertake the analysis of complex economic models and/or to develop new research.
A further educational objective of the course concerns the acquisition and consolidation of the ability to use one of the scientific computing software reviewed during the course.
The course teachings constitute an important step in achieving the main objective of the entire course of study: to train experts in economic sciences who are fully aware of the functioning of economic and financial systems and are able to identify, plan and manage suitable strategies for dealing with rapidly changing and increasingly complex contexts.
EXPECTED LEARNING RESULTS
Knowledge
At the end of the course the student will have to know and understand the aspects related to micro and macroeconomic modeling both from a static and dynamic point of view.
In the static field, the models of market supply and demand, the simultaneous equilibrium model on the goods and money market, the aggregate supply and demand model and portfolio optimization will be addressed. In the dynamic field, the cobweb models, of dynamic duopoly, of aggregate demand and Phillips curve, of hexagonal and endogenous growth and those of diffusion of technological knowledge will be analyzed.
The student will also have to know the main techniques of scientific calculus that allow the numerical solution of the previously mentioned economic models: direct and iterative methods for the solution of systems of linear and non-linear equations, constrained maximization, the solution of systems of equations to differences and differential ones,
Ability to apply knowledge
The acquired knowledge can be applied in the solution of real problems through the ability to develop algorithms that allow to arrive at a solution of the problems posed. students must be able to implement these algorithms using one of the scientific calculation software illustrated during the course.
Autonomy of judgment
At the end of the course the student will have to be able to decide independently which is the most suitable tool to use for the solution of complex problems that will be faced.
Communication skills
At the end of the course the student must be able to use an appropriate language in the field of computational economics.
Ability to learn
At the end of the course the student must be able to autonomously learn advanced notions in specialized topics related to computational economics and scientific calculation.