Scheda programma d'esame
LINGUAGGI E METODI DELLA MATEMATICA
MARGHERITA GALBIATI
Anno accademico2016/17
CdSFILOSOFIA
Codice465AA
CFU6
PeriodoSecondo semestre
LinguaItaliano

ModuliSettore/iTipoOreDocente/i
LINGUAGGI E METODI DELLA MATEMATICAMAT/01LEZIONI36
MARGHERITA GALBIATI unimap
Learning outcomes
Knowledge

The student who successfully completes the course will have been in contact with language and some aspect of mathematical raisoning, taking account of philosophical problems on nature of mathematical objects and mathematical thinking.

Assessment criteria of knowledge

The student will be assessed on his/her demonstrated ability to discuss the main course contents and to organise an effective exposition of a paper/book on a subject.

Methods:

  • Final oral exam
  • Continuous assessment
  • Oral report
  • Written report
Teaching methods

Delivery: face to face

Learning activities:

  • attending lectures
  • participation in seminar
  • preparation of oral/written report
  • participation in discussions
  • individual study

Attendance: Advised

Teaching methods:

  • Lectures
  • Seminar
Syllabus

Numbers. Euclidean and non euclidean Geometry. Graphs. Some result in Topology: Euler Poincare' characteristic, Jordan Theorem, classification of surfaces, knots. A part of the course will be dedicated to discussion on philosophical aspects.

Bibliography

Recommended reading includes the following works; Courant Robbins . Che cos'e' la matematica, Bollati Boringhieri Devlin, Il linguaggio della Matematica, Bollati Boringhieri Lolli. Discorso sulla matematica, Bollati Boringhieri. Further bibliography will be indicated.

Note

Si prega di riferirsi al programma dell'insegnamento per la laurea magistrale.

 

IL CORSO INIZIERA' IL GIORNO 22 FEBBRAIO (MERCOLEDI) NELL'ORARIO PREVISTO

Ultimo aggiornamento 14/02/2017 16:38