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Mathematical models for viral capsids
- Oggetto:
Mathematical models for viral capsids
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Academic year 2020/2021
- Teachers
- Paolo Cermelli (Lecturer)
Giuliana Indelicato (Lecturer) - Teaching period
- To be defined
- Type
- Basic
- Credits/Recognition
- 4 CFU
- Course disciplinary sector (SSD)
- MAT/07 - mathematical physics
- Delivery
- Formal authority
- Language
- Italian
- Attendance
- Obligatory
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Sommario del corso
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Program
- 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
Durata 20 oreSuggested readings and bibliography
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