logo-polimi
Loading...
Degree programme
Programme Structure
Show/Search Programme
Course Details
Save Document
Degree Programme
Read Degree Programme
Faculty
Infrastructures
Quantitative data
International context
Customized Schedule
Your customized time schedule has been disabled
Enable
Search
Search a Professor
Search a Course
Search a Course (system prior D.M. n. 509)
Search Lessons taught in English

Glossary
Semester (Sem)
1First Semester
2Second Semester
AAnnual course
Educational activities
CSimilar or integrative activities
ABasic activities
Language
Course completely offered in italian
Course completely offered in english
--Not available
Innovative teaching
The credits shown next to this symbol indicate the part of the course CFUs provided with Innovative teaching.
These CFUs include:
  • Subject taught jointly with companies or organizations
  • Blended Learning & Flipped Classroom
  • Massive Open Online Courses (MOOC)
  • Soft Skills
Course Details
Context
Academic Year 2018/2019
School School of Industrial and Information Engineering
Name (Bachelor of Science degree)(ord. 270) - MI (357) Electronic Engineering
Track E1A - Non diversificato
Programme Year 2

Course Details
ID Code 052425
Course Title MATHEMATICAL ANALYSIS 2 (FOR STUDENTS IN INFORMATION ENGINEERING)
Course Type Mono-Disciplinary Course
Credits (CFU / ECTS) 10.0
Semester First Semester
Course Description Real functions of two or several variables: limits, continuity, level curves and surfaces, gradient, differentiability and linear approximation, higher order derivatives, Taylor's formula; free optimization; constrained optimization, Lagrange multipliers. Linear differential equations: 1st order and 2nd order equations, superposition principle, structure of general solution, existence and uniqueness for the initial value problem, solution techniques. Fourier series: pointwise convergence, amplitude spectrum. Double and triple integrals: properties and applications, formulae of reduction, change of variables (polar, cylindrical, spherical coordinates). Curves in the space: regularity, tangent straight line, normal plane. Line integrals: length of a curve, work of a vector field, conservative vector fields, potential function. One topic between a) Surfaces in R3: area, surface integrals, flow of a vector field through a surface; curl and divergence theorems in the plane and in the space. b) Differential linear systems: structure of general solution, existence and uniqueness for the initial value problem.
Scientific-Disciplinary Sector (SSD)
Educational activities SSD Code SSD Description CFU
A,C
MAT/05
MATHEMATICAL ANALYSIS
10.0
Innovative teaching The course includes  1.0  credits in Innovative Teaching as follows:
  • MOOC

Schedule, add and removeAlphabetical groupProfessorLanguageCourse details
From (included)To (excluded)
--AZZZZBramanti Marco
manifesti v. 3.4.0 / 3.4.0
Area Servizi ICT
20/09/2020