Calculus

The goal of the course is to provide the students with the theoretical and methodological knowledge necessary to work with continuous and discrete-time signals and LTI (linear and time-invariant) systems in the time and frequency domain.

1. Signals and their properties. 2. Continuous and discrete time signals. 3. Systems and their properties. LTI systems. Convolution. 4. Fourier series in continuous and discrete time. 5. Fourier transform in continuous and discrete time. Fast Fourier transform. 6. Generalization of the Fourier transform: 6.1 Laplace transform of continuous-time signals and its properties. 6.2 Z transform of discrete time signals and its properties.

THEORETICAL PRACTICAL CLASSES. Knowledge and concepts students must acquire. Receive course notes and will have basic reference texts. Students partake in exercises to resolve practical problems. TUTORING SESSIONS. Individualized attendance (individual tutoring) or in-group (group tutoring) for students with a teacher. Subjects with 6 credits have 4 hours of tutoring/ 100% on- site attendance. STUDENT INDIVIDUAL WORK OR GROUP WORK. Subjects with 6 credits have 98 hours/0% on-site. WORKSHOPS AND LABORATORY SESSIONS. Subjects with 3 credits have 4 hours with 100% on-site instruction. Subjects with 6 credits have 8 hours/100% on-site instruction.