Learning objectives
Refresh the notions given in the first year's course; brief study of cinematics, ODEs, curves and functions of several real variables
Prerequisites
Notions of Mathematical Analysis and Geometry of the first year's course Laboratorio di Matematica
Course unit content
DERIVATIVES AND INTEGRALS
CINEMATICS
CURVES IN PLANE AND SPACE
FUNCTIONS OF SEVERAL REAL VARIABLES
ORDINARY DIFFERENTIAL EQUATIONS
MODELS OF PILLARS AND OSCILLATIONS OF BUILDINGS
Full programme
DERIVATIVES AND INTEGRALS
CINEMATICS
CURVES IN PLANE AND SPACE
FUNCTIONS OF SEVERAL REAL VARIABLES
ORDINARY DIFFERENTIAL EQUATIONS
MODELS OF PILLARS AND OSCILLATIONS OF BUILDINGS
Bibliography
N.Fusco, P.Marcellini, C.Sbordone, Elementi di Analisi Matematica 2, Liguori Editore, Napoli (2001)
Notes and exercises of professor A.Coscia
Previous years' examinations with solution
Teaching methods
Teaching method:
oral lessons, practical lessons in groups
Assessment methods and criteria
Four written examinations during the course, or written and oral examination at end
Other information
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