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C ONSTRUCTING L OAD -B ALANCED D ATA A GGREGATION T REES IN P ROBABILISTIC W IRELESS S ENSOR N ETWORKS Jing (Selena) He, Shouling Ji, Yi Pan, Yingshu Li.

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Presentation on theme: "C ONSTRUCTING L OAD -B ALANCED D ATA A GGREGATION T REES IN P ROBABILISTIC W IRELESS S ENSOR N ETWORKS Jing (Selena) He, Shouling Ji, Yi Pan, Yingshu Li."— Presentation transcript:

1 C ONSTRUCTING L OAD -B ALANCED D ATA A GGREGATION T REES IN P ROBABILISTIC W IRELESS S ENSOR N ETWORKS Jing (Selena) He, Shouling Ji, Yi Pan, Yingshu Li Department of Computer Science Georgia State University

2 O UTLINE Motivation Solution Overview Problem Formulation and Analysis Performance Evaulation Conclusion 2

3 3 Motivation Probabilistic Network Model Load Balanced Data Aggregation Tree Challenges

4 T RANSITIONAL R EGION P HENOMENON Motivation 4 Link Length0 – 2.6 M2.6 – 6 M> 6 M λ > 80%780 Total82715

5 P ROBABILISTIC N ETWORK M ODEL 5 Motivation

6 L OAD -B ALANCED D ATA A GGREGATION T REE (LBDAT) 6 Motivation

7 C HALLENGES How to measure the traffic load of each node under Probabilistic Network Model (PNM)? Potential load Actual load How to find a Load-Balanced Data Aggregation Tree (LBDAT)? NP-Complete 7 Motivation

8 O UTLINE Motivation Solution Overview Problem Formulation and Analysis Performance Evaluation Conclusion 8

9 S OLUTION O VERVIEW 9 9 Load-Balanced Maximal Independent Set (LBMIS) Connected Maximal Independent Set (CMIS)Load-Balanced Parent Node Assignment (LBPNA)Load-Balanced Data Aggregation Tree (LBDAT)

10 O UTLINE Motivation Solution Overview Problem Formulation and Analysis Performance Evaluation Conclusion 10

11 L OAD -B ALANCED M AXIMAL I NDEPENDENT S ET (LBMIS) 11 DS Property Constraint IS Property Constraint linearization Relaxing (quadratic) ωiωi 1 v i is a dominator 0 otherwise

12 A PPROXIMATION A LGORITHM (R ANDOM R OUNDING ) 12 Due to the relaxation enlarged the optimization space, the solution of LP * LBMIS corresponds to a lower bound to the objective of INP LBMIS.

13 L OAD -B ALANCED M AXIMAL I NDEPENDENT S ET (LBMIS) 13

14 C ONNECTED M AXIMAL I NDEPENDENT S ET (CMIS) 14

15 Relaxing L OAD -B ALANCED P ARENT N ODE A SSIGNMENT (LBPNA) 15 Each dominatee can be allocated to only one dominator

16 16 L OAD -B ALANCED P ARENT N ODE A SSIGNMENT (LBPNA)

17 O UTLINE Motivation Solution Overview Problem Formulation and Analysis Performance Evaluation Conclusion 17

18 P ERFORMANCE E VALUATION 18 Our method Other’s Method LBDAT prolong network lifetime by 42% on average compared with DAT

19 O UTLINE Motivation Solution Overview Problem Formulation and Analysis Performance Evaluation Conclusion 19

20 C ONCLUSIONS LBDAT is NP-Complete, c onstructed in three steps: Load-Balanced Maximal Independent Set (MDMIS) Connected Maximal Independent Set (CMIS) Load-Balanced Parent Node Allocation (LBPNA) Approximation algorithms and performance ratio analysis are presented. 20

21 21 Q & A


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