79 research outputs found
Neighborhood properties of complex networks
A concept of neighborhood in complex networks is addressed based on the
criterion of the minimal number os steps to reach other vertices. This amounts
to, starting from a given network , generating a family of networks
such that, the vertices that are steps apart in
the original , are only 1 step apart in . The higher order
networks are generated using Boolean operations among the adjacency matrices
that represent . The families originated by the well known
linear and the Erd\"os-Renyi networks are found to be invariant, in the sense
that the spectra of are the same, up to finite size effects. A further
family originated from small world network is identified
X-ray diffraction studies of aqueous cadmium chloride solutions
There is no abstract available for this thesis.Thesis (M.S.
Construction of the Lattice of Complemented Ideals Within the Unit Group
62 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1954.U of I OnlyRestricted to the U of I community idenfinitely during batch ingest of legacy ETD
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