Computer and Control Engineering

General objectives. Learning the basic notions of differential and integral calculus. Specific objectives. Knowledge and understanding: Learn the theory and the tools of the mathematical analysis of real functions of one variable. In particular, the concepts of limits, convergence, and differential and integral calculus. Applying Knowledge and understanding: To be able to solve classical problems in analysis, such as, making a qualitative plot of the graph of a function, finding maxima and minima of a function in one variable, computing the area under the graph of a function via the solution of definite integrals, solving simple ordinary differential equations. Making judgments: To be able to carry out a mathematical deduction and to write it in the form of a proof. Communication skills: To be able to appropriately use the mathematical language and the related notions, as well as to autonomously develop and express a mathematical reasoning. Learning skills: Learning the method for approaching a scientific topic, recognizing the critical aspects and trying to give an appropriate explanation in an autonomous manner as well as in collaboration with the professor and other students.