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Mathematical models for viral capsids
01TTWRT
A.A. 2020/21
Lingua dell'insegnamento
Italiano
Corsi di studio
Dottorato di ricerca in Matematica Pura E Applicata - Torino
Organizzazione dell'insegnamento
| Didattica | Ore |
|---|---|
| Lezioni | 20 |
Docenti
| Docente | Qualifica | Settore | h.Lez | h.Es | h.Lab | h.Tut | h.Sem | Anni incarico |
|---|
Collaboratori
Didattica
| SSD | CFU | Attivita' formative | Ambiti disciplinari | *** N/A *** | 4 |
|---|
Course webpage: https://poliuni-mathphd-en.campusnet.unito.it/do/corsi.pl/Show?_id=k3iu
Course webpage: https://poliuni-mathphd-en.campusnet.unito.it/do/corsi.pl/Show?_id=k3iu
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- Basics on the structure and function of viral capsids
- Caspar-Klug theory
- Crystallographic and non-crystallographic symmetries in low and high dimension
- Conformational changes of viral capsids as crystallographic phase transitions
- Energy landscapes of complex systems - Large deviations
- Analysis of the energy landscape of viral capsids
- Coarse-grained models
- Shell theoretical models
- Assembly
- Basics on the structure and function of viral capsids
- Caspar-Klug theory
- Crystallographic and non-crystallographic symmetries in low and high dimension
- Conformational changes of viral capsids as crystallographic phase transitions
- Energy landscapes of complex systems - Large deviations
- Analysis of the energy landscape of viral capsids
- Coarse-grained models
- Shell theoretical models
- Assembly
Modalità mista
Mixed mode
Presentazione orale
Oral presentation
P.D.2-2 - Marzo
P.D.2-2 - March