Abstract
Discovery
of natural groups of similarly functioning individuals is a key task in
analysis of real world networks. Also, overlap between community pairs is
commonplace in large social and biological graphs, in particular. In fact,
overlaps between communities are known to be denser than the non-overlapped
regions of the communities. However, most of the existing algorithms that
detect overlapping communities assume that the communities are denser than
their surrounding regions, and falsely identify overlaps as communities.
Further, many of these algorithms are computationally demanding and thus, do
not scale reasonably with varying network sizes. In this article, we propose
FOCS (Fast Overlapped Community Search), an algorithm that accounts for local
connectedness in order to identify overlapped communities. FOCS is shown to be
linear in number of edges and nodes. It additionally gains in speed via
simultaneous selection of multiple near-best communities rather than merely the
best, at each iteration. FOCS outperforms some popular overlapped community
finding algorithms in terms of computational time while not compromising with
quality.
Aim
The
main aim is to search for overlapped communities in large networks based on
locally computed scores.
Scope
The scope is, FOCS
(Fast Overlapped Community Search), an algorithm that accounts for local
connectedness in order to identify overlapped communities.
Existing
System
However,
most of the existing algorithms that detect overlapping communities assume that
the communities are denser than their surrounding regions, and falsely identify
overlaps as communities. The problem of overlapped community detection in
social networks has been addressed using a game theoretic framework, where the
dynamics of community formation have been captured as a strategic game. Here,
each node, a selfish agent in disguise, selects the communities to join or
leave, based on its definition of utility. Utility is usually a combination of
gain and loss functions.
Disadvantages
- FOCS outperforms some popular overlapped community finding algorithms in terms of computational time while not compromising with quality.
- One of the limitations of FOCS is that the maximum number of communities that can be detected by this method is equal to the number of nodes in a network.
Proposed
System
- This project proposes FOCS (Fast Overlapped Community Search), an algorithm that accounts for local connectedness in order to identify overlapped communities. FOCS is shown to be linear in number of edges and nodes.
- In this paper, we propose FOCS (Fast Overlapped Community Search) algorithm that searches for overlapped communities in large networks based on locally computed scores. The method has been applied to several large social and biological networks. The detected communities have been compared with respective ground-truth communities for the networks.
Advantages
FOCS
is shown to be linear in number of edges and nodes. It additionally gains in
speed via simultaneous selection of multiple near-best communities rather than
merely the best, at each iteration.
HARDWARE REQUIREMENTS:-
· Processor - Pentium –III
· Speed - 1.1 Ghz
· RAM - 256 MB(min)
· Hard Disk - 20 GB
· Floppy Drive - 1.44 MB
· Key Board - Standard
Windows Keyboard
· Mouse - Two or Three Button Mouse
· Monitor - SVGA
SOFTWARE REQUIREMENTS:-
·
Operating
System : Windows 7
·
Front
End :
JSP AND SERVLET
·
Database :
MYSQL
References
Chowdhary,
G, Sengupta, D. “FOCS: FAST OVERLAPPED COMMUNITY SEARCH” Knowledge and Data
Engineering, IEEE Transactions on (Volume:PP,Issue: 99 ) June 2015
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