Calculus II and Complements of Calculus
Code 167AA
Credits 12
Learning outcomes
To provide knowledge on Euclidean spaces, on differential and integral calculus of functions in several variables, on the calculation of curvilinear and surface integrals, on the differential forms and on Gauss-Green formulas.
To provide knowledge on the behaviour of sequences and series of functions, on the resolution of ordinary differential equations also using Fourier and Laplace transforms. To develop the student ability to correctly and consciously use the introduced mathematical tools, in view of their use in the study, analysis and in the deepening of physical and chemical phenomena, and in solving problems in Engineering.
To provide knowledge on the behaviour of sequences and series of functions, on the resolution of ordinary differential equations also using Fourier and Laplace transforms. To develop the student ability to correctly and consciously use the introduced mathematical tools, in view of their use in the study, analysis and in the deepening of physical and chemical phenomena, and in solving problems in Engineering.