Università degli Studi di Padova
Ingegneria
Orario delle lezioni
 
 
 
Corso di laurea: Mathematical engineering - Ingegneria matematica - magistrale
Curriculum: Financial engineering - 1 anno
Date di inizio/fine curriculum: giovedì 1 ottobre 2015 - sabato 23 gennaio 2016
Periodo didattico: Primo Semestre 2015/2016
Orario delle lezioni visualizzato: Primo Semestre
pdf
stampa orario
 
  lunedì martedì mercoledì giovedì venerdì sabato
08:15-09:15            
09:15-10:15
Model identification calibration and data analysis
Giorgio Picci
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Continuum mechanics (mod a)
Franco Cardin
2BC60
Continuum mechanics (mod a)
Franco Cardin
2BC60
 
10:15-11:15
Model identification calibration and data analysis
Giorgio Picci
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Continuum mechanics (mod a)
Franco Cardin
2BC60
Continuum mechanics (mod a)
Franco Cardin
2BC60
 
11:15-12:15
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
   
12:15-13:15
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
   
13:15-14:15            
14:15-15:15    
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
 
15:15-16:15    
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
 
16:15-17:15            
17:15-18:15            
18:15-19:15            
 
 
  Nome insegnamento Tipo insegnamento Crediti Professori Assistenti alla docenza
  Analytical and stochastic mathematical methods for engineering Obbligatorio 12 G. Callegaro, G. De Marco  
  Continuum mechanics (mod a) Obbligatorio 6 F. Cardin  
  Introduction to partial differential equations Obbligatorio 9 F. Ancona, P. Soravia  
  Model identification calibration and data analysis Obbligatorio 9 G. Picci  
  Numerical methods for differential equations Obbligatorio 6 M. Ferronato  
 
Corso di laurea: Mathematical engineering - Ingegneria matematica - magistrale
Curriculum: Mathematical modelling for engineeering and science - 1 anno
Date di inizio/fine curriculum: giovedì 1 ottobre 2015 - sabato 23 gennaio 2016
Periodo didattico: Primo Semestre 2015/2016
Orario delle lezioni visualizzato: Primo Semestre
pdf
stampa orario
 
  lunedì martedì mercoledì giovedì venerdì sabato
08:15-09:15            
09:15-10:15
Model identification calibration and data analysis
Giorgio Picci
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Continuum mechanics (mod a)
Franco Cardin
2BC60
Continuum mechanics (mod a)
Franco Cardin
2BC60
 
10:15-11:15
Model identification calibration and data analysis
Giorgio Picci
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Continuum mechanics (mod a)
Franco Cardin
2BC60
Continuum mechanics (mod a)
Franco Cardin
2BC60
 
11:15-12:15
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
   
12:15-13:15
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Numerical methods for differential equations
Massimiliano Ferronato
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
Analytical and stochastic mathematical methods for engineering
Giorgia Callegaro / Giuseppe De Marco
P5
   
13:15-14:15            
14:15-15:15    
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
 
15:15-16:15    
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
Introduction to partial differential equations
Fabio Ancona / Pierpaolo Soravia
2BC60
 
16:15-17:15            
17:15-18:15            
18:15-19:15            
 
 
  Nome insegnamento Tipo insegnamento Crediti Professori Assistenti alla docenza
  Analytical and stochastic mathematical methods for engineering Obbligatorio 12 G. Callegaro, G. De Marco  
  Continuum mechanics (mod a) Obbligatorio 6 F. Cardin  
  Introduction to partial differential equations Obbligatorio 9 F. Ancona, P. Soravia  
  Model identification calibration and data analysis Obbligatorio 9 G. Picci  
  Numerical methods for differential equations Obbligatorio 6 M. Ferronato