Syllabus Information

5.1. Methodological overview

The learning process that has been designed for this subject is based on the following:

• Study and the daily personal work of the student in relation to what has been taught in master classes.
• An account of the contents and problem solutions in blackboard classes, encouraging students to participate.
• Application of concepts and methods discussed in the sessions overseen by the teacher to the solving of problems, both individually or in a group.
• Problem solutions in practical laboratory sessions, taking advantage of the calculations and graphics offered by a computer.
• Personalized attention to students during tutorial sessions that the teacher establishes.

5.3. Syllabus

The contents of the subject have been divided into the following sections:

1. Introducction. 
2. Functions. Differentiable Functions of One Variable. Taylor’s Theorem.
3. Interpolation.
4. Integral Calculus of Functions of One Variable. Numerical Integration.
5. Differentiability and integrability of Functions of Several Variables