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Published byAaliyah Salazar Modified over 11 years ago
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A Hierarchical Position Prediction Algorithm for Efficient Management of Resources in Cellular Networks Tong Liu, Paramvir Bahl, Imrich Chlamtac 2 1 3 Tellabs Wireless Systems Division Microsoft Research Erik Jonsson School of Engineering and Computer Science, The University of Texas at Dallas 1 2 3 GLOBECOM 97, November 1997
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Main Messages … mobility prediction is a promising technique for improving resource efficiency and connection reliability in cellular networks. … theoretical richness of stochastic signal processing field makes it feasible for predicting random intercell movement… Bi-level stochastic movement model Approximate pattern matching Extended, self-learning Kalman Filtering Intercell movement prediction
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Outline Mobility prediction - Problem and Framework Related work in literature Hierarchical Position Prediction User Mobility Model - A Global View Approximate Pattern Matching User Mobility Model - A Local View Extended, Self-learning Kalman Filtering Prediction Performance Conclusions
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Mobility Prediction - Problem Description Global Prediction: Next-cell(s) Crossing ? Local Prediction: Dynamic State ?
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Mobility Prediction - Problem Description ?
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Mobility Prediction - Framework Movement Observation Movement Model Cell Geometry Prediction Algorithm Position Speed Cell siteTime Improve lifetime connectivity and radio resource efficiency - Bandwidth Reservation - QoS Control - Optimal Routing - Position/velocity Based Handoff Global Local Global Local
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Related Work in Literature Recently Crossed Cells Pattern Matching Next Cell Tabbane (JSAC, 1995) Liu and Maguire (ICUPC,1995) Liu, Munro and Barton (ICUPC, 1996) Next-cell prediction based on movement pattern Prediction Performance Historical Movement Pattern
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Related Work in Literature Cell Transition Probability Matrix Look Up Table Next Cell Bar-Noy, Kessler and Sidi (Jour. Of Wireless Networks, 1995) Akyildiz and Ho(Proc. ACM SIGCOMM, 1995) Liu and Maguire (ICUPC,1995) Prediction Performance Next-cell prediction based on Markov Chain model Current Cell ID
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Prediction of Random Intercell Movement Cell Geometry Position Speed Prediction Performance Pattern Template Linear Dynamic System Approximate Pattern Matching Extended Self-Learning Kalman Filter Recent Crossed Cells RSS Measurement Next Cells
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User Mobility Model - A Global View User Mobility Pattern Editing Process inserting changing deleting User Actual Path UAP Editing Operation UMP b1b1 b2b2 b3b3 b1b1 b2b2 b3b3 a UAP Spatial Cost Insertion deletion change b1b1 b3b3 b4b4 b2b2 b1b1 b3b3 b4b4 b1b1 b2b2 b3b3 b3b3 b4b4 b4b4 b1b1 b2b2 a
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User Mobility Model - A Global View Spatial Cost
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Approximate Pattern Matching
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User Mobility Model - A Local View S 1 S m S 2 Moving Dynamics Commands Time correlated random acceleration r(t) + U(t) a(t) F( ) Measurement noise Nonlinear measurement -A max S1S1 S2S2 SmSm A max P( a(t)/S 1 )P( a(t)/S 2 ) P( a(t)/S m ) +
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Dynamic Equations Continuous-time dynamic equation: Discrete-time dynamic equation:
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Observation Model d0d0 d1d1 d2d2
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Adaptive Dynamic State Estimator
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Recursive Algorithm
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Prediction of Next Cell Trajectory Direction cell 0 cell 6 cell 1 cell 2 cell 3 cell 4 cell 5
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Hierarchical Position Prediction User Profile Approximate Pattern Matching Global Prediction User Mobility Buffer size:L UAP Forming Optimum Adaptive Filtering Local Prediction of Next Cell Dynamic state RSS measurement Local Prediction Global Prediction
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Significance of Local Prediction Movement Pattern 2 Movement Pattern 1 ---Crossed Cell ---Uncrossed Cell A practical situation necessitates looking-ahead mode for movement pattern identification
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Prediction Performance - Simulation Parameters
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Prediction Performance - Trajectory Tracking
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Prediction Performance - Speed Estimation
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Local Prediction of Next Cell
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Parametric Behavior of Next-cell Prediction
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Local Prediction of Next Cell
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Global Prediction d(UAP,UMP1) 2 2 2 Current Cell C8C8 C9C9 C 10 d(UAP,UMP2) 3 Global Prediction C9C9 C 10 C 18 C 17 C 16 C 17 C 16 Determine Edit Distance: Prediction Result: UAP UMP1 1 00000 01234 1 0 1 1 1 123 0123 102 3 UAP UMP2 1 00000 0 1234 1 0 1 1 1 21 012 21 000 567 456 456 2345 2 2 3 4 5 3
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Conclusion Hierarchical Movement Model Top level: Movement Pattern subject to random editing operations Bottom level: A linear dynamic system driven by the combination of a semi-Markovian process and Color Gaussian Noise. Hierarchical Position Prediction Algorithm Approximate Pattern Matching Extended Self-learning Kalman Filter
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