| MATHEMATICS
(obiettivi)
To be able to describe the quantitative and qualitative behavior of a real function with a single variable. In particular, to be able to deduce its behavior to infinity, to dedict if local and absolute values occur and to sketch its graph in the Cartesian plane.
To be able to calculate the area subtended by a the graph of a function, the x axis and the lines x=a and x=b.
To know how to find out eigenvalues of a matrix.
To be able to solve linear equations systems.
To be capable to study the nature of the critical points of a real function with several variables, i. e. to be able to solve a static optimization problem with and without constraints.
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Codice
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8011793 |
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Lingua
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ENG |
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Tipo di attestato
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Attestato di profitto |
| Modulo: MATHEMATICS II
(obiettivi)
To be able to describe the quantitative and qualitative behavior of a real function with a single variable. In particular, to be able to deduce its behavior to infinity, to dedict if local and absolute values occur and to sketch its graph in the Cartesian plane.
To be able to calculate the area subtended by a the graph of a function, the x axis and the lines x=a and x=b.
To know how to find out eigenvalues of a matrix.
To be able to solve linear equations systems.
To be capable to study the nature of the critical points of a real function with several variables, i. e. to be able to solve a static optimization problem with and without constraints.
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Codice
|
M-5285 |
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Lingua
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ENG |
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Tipo di attestato
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Attestato di profitto |
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Crediti
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6
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Settore scientifico disciplinare
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SECS-S/06
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Ore Aula
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36
|
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Ore Studio
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-
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Attività formativa
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Attività formative caratterizzanti
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Canale Unico
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Docente
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VALDIVIA ISABELLA
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Date di inizio e termine delle attività didattiche
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- |
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Modalità di frequenza
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Non obbligatoria
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| Modulo: MATHEMATICS I
(obiettivi)
To be able to describe the quantitative and qualitative behavior of a real function with a single variable. In particular, to be able to deduce its behavior to infinity, to dedict if local and absolute values occur and to sketch its graph in the Cartesian plane.
To be able to calculate the area subtended by a the graph of a function, the x axis and the lines x=a and x=b.
To know how to find out eigenvalues of a matrix.
To be able to solve linear equations systems.
To be capable to study the nature of the critical points of a real function with several variables, i. e. to be able to solve a static optimization problem with and without constraints.
|
|
Codice
|
M-5286 |
|
Lingua
|
ENG |
|
Tipo di attestato
|
Attestato di profitto |
|
Crediti
|
6
|
|
Settore scientifico disciplinare
|
SECS-S/06
|
|
Ore Aula
|
36
|
|
Ore Studio
|
-
|
|
Attività formativa
|
Attività formative di base
|
|
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