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Peer-Assisted Content Distribution Networks: Techniques and Challenges

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Title: Peer-Assisted Content Distribution Networks: Techniques and Challenges


1
Peer-Assisted Content Distribution Networks
Techniques and Challenges
  • Pei Cao
  • Stanford University

2
Traditional Intra-Provider Content Distribution
Networks
National Center
Regional Center
. . .
Branch
. . .
. . .
Users
. . .
. . .
. . .
. . .
3
Peer-to-Peer Content Distribution
National Center
Regional Center
. . .
Branch
. . .
. . .
Users
. . .
. . .
. . .
. . .
4
P2P vs CDN
  • P2P
  • No infrastructure cost
  • Supply grows linearly with demand
  • Simple distributed, randomized algorithms
  • No QoS
  • CDN
  • Initial infrastructure cost
  • Centralized scheduling algorithms
  • Network efficiency
  • Capable of supporting QoS

5
Combine P2P with CDN?
  • Use P2P to complement CDN
  • P2P reduces load on the CDN, covers areas where
    CDN is not installed
  • Must be able to control, or shape, P2P traffic
  • Use CDN to complement P2P
  • CDN steps in when peer-based distribution is
    falling short, enabling QoS
  • Must be able to detect when peers wont meet the
    delivery time guarantee

6
Outline
  • Review of BitTorrent
  • Traffic-shaping BitTorrent biased neighbor
    selection
  • QoS in BitTorrent delivery time prediction

7
BitTorrent File Sharing Network
  • Goal replicate K chunks of data among N nodes
  • Form neighbor connection graph
  • Neighbors exchange data

8
BitTorrent Neighbor Selection
Tracker file.torrent
1
Seed
Whole file
4
3
2
5
A
9
BitTorrent Piece Replication
Tracker file.torrent
1
Seed
Whole file
3
5
A
10
BitTorrent Piece Replication Algorithms
  • Tit-for-tat (choking/unchoking)
  • Each peer only uploads to 7 other peers at a time
  • 6 of these are chosen based on amount of data
    received from the neighbor in the last 20 seconds
  • The last one is chosen randomly, with a 75 bias
    toward newcomers
  • (Local) Rarest-first replication
  • When peer 3 unchokes peer A, A selects which
    piece to download

11
Analysis of BitTorrent
  • Conclusion from modeling studies BitTorrent is
    nearly optimal in idealized, homogeneous networks
  • Demonstrated by simulation studies
  • Confirmed by theoretical modeling studies
  • Intuition in a random graph,
  • Prob(Peer As content is a subset of Peer Bs)
    50

12
Traffic-Shaping BitTorrent
13
Random Neighbor Graph
  • Existing studies all assume random neighbor
    selection
  • BitTorrent no longer optimal if nodes in the same
    ISP only connect to each other
  • Random neighbor selection ? high cross-ISP traffic

14
Difficulty in Traffic-Shaping P2P Applications
  • ISPs
  • Different links have different monetary costs
  • Prefer clustering of traffic
  • P2P Applications
  • No knowledge of underlying ISP topology
  • Use randomized algorithms that dont do well
    under clustering
  • Current solution throttling ? users suffer

15
A Network-Friendly BitTorrent?
  • ISPs inform BitTorrent of its link preferences
  • Algorithm of BitTorrent is adjusted such that
    both users and ISPs benefit
  • Example Biased Neighbor Selection
  • Works when cost function is transitive

16
Biased Neighbor Selection
  • Idea of N neighbors, choose N-k from peers in
    the same ISP, and choose k randomly from peers
    outside the ISP

ISP
17
Implementing Biased Neighbor Selection
  • By Tracker
  • Need ISP affiliations of peers
  • Peer to AS maps
  • Public IP address ranges from ISPs
  • Special X- HTTP header
  • By traffic shaping devices
  • Intercept peer ? tracker messages and
    manipulate responses
  • No need to change tracker or client

18
Evaluation Methodology
  • Event-driven simulator
  • Use actual client and tracker codes as much as
    possible
  • Calculate bandwidth contention, assume perfect
    fair-share from TCP
  • Network settings
  • 14 ISPs, each with 50 peers, 100Kb/s upload,
    1Mb/s download
  • Seed node, 400Kb/s upload
  • Optional university nodes (1Mb/s upload)
  • Optional ISP bottleneck to other ISPs

19
Limitation of Throttling
20
Throttling Cross-ISP Traffic
Redundancy Average of times a data chunk
enters the ISP
21
Biased Neighbor Selection Download Times
22
Biased Neighbor Selection Cross-ISP Traffic
23
Importance of Rarest-First Replication
  • Random piece replication performs badly
  • Increases download time by 84 - 150
  • Increase traffic redundancy from 3 to 14
  • Biased neighbors Rarest-First ? More uniform
    progress of peers

24
Presence of External High-Bandwidth Peers
  • Biased neighbor selection alone
  • Average download time same as regular BitTorrent
  • Cross-ISP traffic increases as of university
    peers increase
  • Result of tit-for-tat
  • Biased neighbor selection Throttling
  • Download time only increases by 12
  • Most neighbors do not cross the bottleneck
  • Traffic redundancy (i.e. cross-ISP traffic) same
    as the scenario without university peers

25
Comparison with Simple Clustering
  • Gateway peer only one peer connects to the peers
    outside the ISP, all other peers only connect to
    peers inside the ISP
  • Gateway peer must have high bandwidth
  • It is the seed for this ISP
  • Ends up benefiting peers in other ISPs

26
Combining Biased Neighbor Selection with Caches
  • Under random neighbor selection
  • bandwidth requirement of cache is high
  • Under biased neighbor selection
  • bandwidth needed from the cache is reduced by an
    order of magnitude

27
Conclusions
  • By choosing neighbors well, BitTorrent can
    achieve high peer performance without increasing
    ISP cost
  • Biased neighbor selection choose initial set of
    neighbors well
  • Can be combined with throttling and caching
  • ? BitTorrents algorithm can be shaped!

28
Delivery Time Prediction
29
Motivation
  • Provide delivery time guarantee under P2PCDN
  • What contributes to delivery time of a download
    via BitTorrent?
  • From simulations seed bandwidth and even
    replication of blocks
  • Missing node join/leave dynamics, TCP effects,
    etc.

30
Side-by-Side Live Experiments
  • Two clients, running on the same machine,
    starting at the same time, downloading the same
  • 13 experiments from Apr-May 2006
  • File sizes 700MB 1.4GB
  • Network size 1100 2100 peers
  • Duration 10 hrs 2 days

31
Results from Experiments
  • Effective download rate 10 30KB/s
  • Speed difference between the two peers 3 82
  • What made the slower peer slow?

32
Suspicion 1 Slower Neighbors?
  • Calculate unweighted average of observed
    throughput at application level
  • R1 average from all neighbors
  • R2 average from neighbors uploading gt250KB of
    data
  • R3 average from neighbors uploading gt2.5MB of
    data
  • Low correlation between download-time ratio and
    neighbor-speed ratio
  • 0.57 for R1, 0.43 for R2, 0.47 for R3
  • Faster neighbors corresponds to slower downloads
    in 3 experiments

33
Suspicion 2 Fewer Neighbors Uploading to the
Peer?
  • Slot analysis calculate download concurrency
  • Maximum number of neighbors 35
  • Neighbors come and go ? align neighbors into 35
    slots
  • Calculate time-average of number of concurrent
    slots with neighbors uploading
  • Upload concurrency varies from 7 to 11
  • Explains one of the download-time/neighbor-speed
    reversal case
  • But doesnt explain the two others

34
Close Neighbors
  • 90 of data downloaded from 1-4 of neighbors
  • Let F(p) and G(p) be the number of neighbors that
    provides p of data to peers F and G, then
  • F(p) gt G(p) ? peer F is slower than G
  • This holds for p 90, 75, and 50

35
What makes a neighbor close?
  • Not related to speed, or order of connection to
    peer, or order of unchoking by peer

36
Cost of Departure of a Close Neighbor
  • Departure cost if one close neighbor leaves,
    calculate the time until the earliest next close
    neighbor
  • The average departure cost 30 min
  • ? The convergence time of the tit-for-tat
    algorithm is slow

37
Why Do Close Neighbors Leave
  • Five possible reasons
  • A Random disconnect
  • B Finished downloading
  • C Peer broke off the relationship
  • D Neighbor broke off the relationship
  • Results B is most common, followed by C/D, then A

38
Conclusions
  • Content delivery time in BitTorrent is determined
    by
  • Neighbor upload speed
  • Stability of neighbor relationship
  • Disruption of the pairing leads to long delivery
    time
  • Neighbors may leave due to random disconnection,
    completion of download, or finding faster
    neighbors

39
Using CDN to Complement P2P
  • Use nodes CDN as high-speed specially managed
    seeds
  • Seeds are called to help whenever a node loses a
    close neighbor

40
Summary
  • A way to shape BitTorrent traffic
  • Predicting BitTorrent performance by monitoring
    close peer relationship

41
Related Work
  • Many modeling studies of BitTorrent
  • Simulation studies
  • Measurements of real torrents

42
Ongoing Work
  • Live experiments with biased neighbor selections
  • A k-regular graph algorithm with faster
    convergence
  • Prototype implementation of P2PCDN
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