Expander graphs, isoperimetric numbers, and forwarding indices
Grant number: FT110100629 | Funding period: 2012 - 2016
Expanders are sparse but well connected networks. With numerous applications to modern technology, they have attracted many world leaders in mathematics and computer science. This project aims at substantial advancement on some important problems on expanders and related areas. It will put Australia at the forefront of this topical field.
Related publications (25)
Unitary graphs and classification of a family of symmetric graphs with complete quotients
Massimo Giulietti, Stefano Marcugini, Fernanda Pambianco, Sanming Zhou
A finite graph Γ is called G-symmetric if G is a group of automorphisms of Γ which is transitive on the set of ordered pairs of ad..