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On the largest component of a hyperbolic model of complex networks
Michel Bode
, Nikolaos Fountoulakis
, Tobias Müller
Sub Mathematical Modeling
Mathematical Modeling
University of Nottingham
University of Birmingham
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Keyphrases
Complex Networks
100%
Random Graphs
100%
High Probability
100%
Uniform Distribution
100%
Complex Network Model
100%
Hyperbolic Model
100%
Large Components
100%
Chung-Lu Model
100%
Two-parameter
50%
Number of Vertices
50%
Phase Transition
50%
Hyperbolic Plane
50%
Giant Component
50%
Component Structure
50%
Power Law
50%
Small Distance
50%
Linear Order
50%
Degree Sequence
50%
Sequence Distance
50%
Quasi-uniform
50%
Power-law Degrees
50%
Hyperbolic Distance
50%
Power Control
50%
Mathematics
Largest Component
100%
Complex Networks
100%
Edge
66%
Power Law
66%
Uniform Distribution
66%
Random Graphs
66%
Probability
66%
Hyperbolic Plane
33%
Linear Order
33%
degree sequence π
33%