Environmental Engineering

Aim of this course is to learn the basic ideas and techniques of integral calculus in 2 or 3 variables, Fourier series and partial differential equations. With a practical approach, the students can develop those basic skills that are fundamental for the comprehension of more advanced courses in Physics and Engineering. The objective is pursued by means of classical frontal lessons where the students are encouraged to an active attendance. 1) Knowledge and understanding: To know the basic ideas of Mathematical analysis in several real variables, with emphasis on logical reasoning, on text comprehension, and to the achievement of those skills necessary in order to solve concrete problems. 2) Applying knowledge and understanding: To use the learned tools to solve problems in Mathematical Analysis and discuss concrete examples; to develop those skills that are necessary in order to apply Mathematical Analysis to the solution of scientific and engineering problems. 3) Making judgement: To decide the most appropriate approach to solve a specific problem; to classify those mathematical problems usually faced in pure and applied science. 4) Communication skill: To learn to describe the solution of a mathematical problem, pointing which techniques can be used, justifying the intermediate steps and underlining the logical reasonings. 5) Learning skill: To develop the necessary skills to learn Mathematical Analysis with the objective that the student can face most advanced courses.