Security and reliability are crucial when you design modern information and communication systems. In recent years algebraic geometry has served as a fundamental tool to address major issues in this field.
The main objectives of the project are
- to construct and decode improved algebraic geometry codes
- to extend the use of algebraic geometry in cryptography and wireless security
Sub-projects
- Construction of optimal codes using towers of algebraic function fields Responsible: Associate Professor Peter Beelen
- Error-correcting codes from higher dimensional algebraic varieties
Responsible: Associate Professor Olav Geil
- Algebraic treatment of codes from graphs
Responsible: Professor Tom Høholdt
- Algebraic decoding beyond half the minimum distance
Responsible: Associate Professor Peter Beelen
- Algebraic geometric secret sharing and secure multiparty computation
Responsible: Professor Hao Chen
- Algebraic geometry based key establishment for wireless sensor networks
Responsible: Professor Hao Chen
- Algebraic geometry based authentication for wireless sensor networks
Responsible: Professor Hao Chen