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层次性chord模型的组织方式及合并算法的实现细节,chord协议的深层理解。
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CRESCENDO
CRESCENDO
GEORGE S. NOMIKOS
Advisor: Dr. George Xylomenos
ATHENS UNIVERSITY OF ECONOMICS AND BUSINESS
DEPARTMENT OF INFORMATICS
MSc IN COMPUTER SCIENCE
Implementation of Hierarchical Chord (Crescendo), according to
Canon paradigm and evaluation, via simulation over realistic network
topologies, of the Crescendo's advantages in comparison to Chord.
ATHENS UNIVERSITY OF ECONOMICS AND BUSINESS
Motivation
●
All current DHTs are “Flat”, non-hierarchical structures.
●
No single point of failure, homogeneity.
●
Decentralization, Scalability.
●
Why Hierarchical Design?
●
Hierarchies exist! Physical Network has hierarchy.
●
Fault Isolation, Security.
●
Efficient caching and bandwidth usage.
●
Adaptation to the underlying physical network.
●
Hierarchical storage of content.
●
Hierarchical access control.
●
Goal: Inherit the best of both designs Hierarchical DHTs.
Motivation
●
Hierarchical DHTs
●
Maintain all the advantages of flat DHTs and add
even more.
●
Simulators offering hierarchical DHT support
●
None of the current simulators offer hierarchical
DHT support. No other module exists.
●
This is the first and the only hierarchical DHT
implementation available. Implemented for the
simulation environment OMNeT++/OverSim.
Chord
●
Hash function (SHA-1) assigns each node and key an m-bit identifier.
●
Node keys are arranged in a circle.
●
Each node:
●
Has links to it's previous node (predecessor) and to it's next node (successor).
●
Maintains a routing table with up to m entries called the finger table.
●
Runs a stabilization protocol periodically to find newly joined and failed nodes.
●
Responsible node for a key, is the successor of the key.
●
Finger table contains records like the following:
●
finger[k] = first node that succeeds (n + 2
k-1
) mod 2
m
,
where 1 ≤ k ≤ m, n is the current node.
●
Example Chord Ring
●
10 Nodes, 5 Keys
●
m = 6 bits
Canon
Networks are hierarchical
Canon adapts to the underlying network hierarchy
●
Canon Paradigm
●
Recursive Structure.
●
Construct bottom-up.
●
Merge smaller DHTs.
●
Multi-level hierarchies.
●
A global ring at the top level
containing all the small rings.
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