Mathematical analysis 2 (2006/2007)

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Teaching is organised as follows:
Unit Credits Academic sector Period Academic staff
Modulo base 5 MAT/05-MATHEMATICAL ANALYSIS 1° Q Giandomenico Orlandi
Modulo avanzato 5 MAT/05-MATHEMATICAL ANALYSIS 2° Q Giandomenico Orlandi

Learning outcomes

Module: Modulo base
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Power series. Fourier series. Ordinary differential equations. Differential calculus for multivariate functions. Multiple integrals.


Module: Modulo avanzato
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Metric spaces. Ordinary differential equations. Laplace and Fourier Transforms. Curves and surfaces. Vector fields and differential forms. Stokes theorem. Introduction to partial differential equations.

Syllabus

Module: Modulo base
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Module: Modulo avanzato
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Assessment methods and criteria

Module: Modulo base
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Module: Modulo avanzato
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Reference books
Author Title Publisher Year ISBN Note
Conti F. et al. Analisi Matematica, teoria e applicazioni McGraw-Hill, Milano 2001 8838660026
James Stewart Calcolo: funzioni di più variabili (Edizione 3) Apogeo 2002 8873037488

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