Real time street parking availability estimation Dr. Xu, Prof. Wolfson, Prof. Yang, Stenneth, Prof. Yu University of Illinois, Chicago.

Slides:



Advertisements
Similar presentations
Panos Ipeirotis Stern School of Business
Advertisements

The t Test for Two Independent Samples
You have been given a mission and a code. Use the code to complete the mission and you will save the world from obliteration…
Chapter 5 One- and Two-Sample Estimation Problems.
Advanced Piloting Cruise Plot.
Introductory Mathematics & Statistics for Business
Chapter 1 The Study of Body Function Image PowerPoint
A Transition Matrix Representation of the Algorithmic Statistical Process Control Procedure with Bounded Adjustments and Monitoring Changsoon Park Department.
1 Copyright © 2013 Elsevier Inc. All rights reserved. Appendix 01.
1 Copyright © 2010, Elsevier Inc. All rights Reserved Fig 2.1 Chapter 2.
STATISTICS HYPOTHESES TEST (II) One-sample tests on the mean and variance Professor Ke-Sheng Cheng Department of Bioenvironmental Systems Engineering National.
Decision Analysis and Its Applications to Systems Engineering The Hampton Roads Area International Council on Systems Engineering (HRA INCOSE) chapter.
Business Transaction Management Software for Application Coordination 1 Business Processes and Coordination.
Summary of Convergence Tests for Series and Solved Problems
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Title Subtitle.
My Alphabet Book abcdefghijklm nopqrstuvwxyz.
Status Report: Evaluation of Private Sector Data in Minneapolis Shawn Turner Texas Transportation.
DIVIDING INTEGERS 1. IF THE SIGNS ARE THE SAME THE ANSWER IS POSITIVE 2. IF THE SIGNS ARE DIFFERENT THE ANSWER IS NEGATIVE.
FACTORING ax2 + bx + c Think “unfoil” Work down, Show all steps.
Addition Facts
Year 6 mental test 5 second questions
C82MST Statistical Methods 2 - Lecture 2 1 Overview of Lecture Variability and Averages The Normal Distribution Comparing Population Variances Experimental.
Lecture 2 ANALYSIS OF VARIANCE: AN INTRODUCTION
School Shop. Welcome to my shop. You have 10p How much change will you get? 7p 3p change.
Negative Numbers What do you understand by this?.
Probability Distributions
ZMQS ZMQS
STATISTICAL INFERENCE ABOUT MEANS AND PROPORTIONS WITH TWO POPULATIONS
Parsons Brinckerhoff Chicago, Illinois GIS Estimation of Transit Access Parameters for Mode Choice Models GIS in Transit Conference October 16-17, 2013.
BT Wholesale October Creating your own telephone network WHOLESALE CALLS LINE ASSOCIATED.
Environment-Aware Clock Skew Estimation and Synchronization for Wireless Sensor Networks Zhe Yang (UVic, Canada), Lin Cai (University of Victoria, Canada),
1 Competitive Privacy: Secure Analysis on Integrated Sequence Data Raymond Chi-Wing Wong 1, Eric Lo 2 The Hong Kong University of Science and Technology.
(This presentation may be used for instructional purposes)
ABC Technology Project
5-1 Chapter 5 Theory & Problems of Probability & Statistics Murray R. Spiegel Sampling Theory.
P ARK N ET : D RIVE - BY S ENSING OF R OAD -S IDE P ARKING S TATISTICS Suhas Mathur, Tong Jin, Nikhil Kasturirangan, Janani Chandrashekharan, Wenzhi Xue,
VOORBLAD.
15. Oktober Oktober Oktober 2012.
Quadratic Inequalities
1 Breadth First Search s s Undiscovered Discovered Finished Queue: s Top of queue 2 1 Shortest path from s.
“Start-to-End” Simulations Imaging of Single Molecules at the European XFEL Igor Zagorodnov S2E Meeting DESY 10. February 2014.
Hypothesis Tests: Two Independent Samples
Squares and Square Root WALK. Solve each problem REVIEW:
1..
© 2012 National Heart Foundation of Australia. Slide 2.
Lets play bingo!!. Calculate: MEAN Calculate: MEDIAN
Driver Trainer Inservice 1 CDL – Form to Finish.
Chapter 5 Test Review Sections 5-1 through 5-4.
SIMOCODE-DP Software.
GG Consulting, LLC I-SUITE. Source: TEA SHARS Frequently asked questions 2.
Addition 1’s to 20.
25 seconds left…...
Slippery Slope
Week 1.
We will resume in: 25 Minutes.
©Brooks/Cole, 2001 Chapter 12 Derived Types-- Enumerated, Structure and Union.
Chapter Thirteen The One-Way Analysis of Variance.
PSSA Preparation.
IP, IST, José Bioucas, Probability The mathematical language to quantify uncertainty  Observation mechanism:  Priors:  Parameters Role in inverse.
Chapter 11: The t Test for Two Related Samples
Experimental Design and Analysis of Variance
Simple Linear Regression Analysis
Web Time Entry Hours Entry in ESS 04/26/12 1 Banner.
Driving with Knowledge from the Physical World Jing Yuan, Yu Zheng Microsoft Research Asia.
Detecting human activities using smartphones and maps Leon Stenneth Adviser: Professor Ouri Wolfson Co-Adviser: Professor Philip Yu University of Illinois,
ParkNet: Drive-by Sensing of Road-Side Parking Statistics Irfan Ullah Department of Information and Communication Engineering Myongji university, Yongin,
Presentation transcript:

Real time street parking availability estimation Dr. Xu, Prof. Wolfson, Prof. Yang, Stenneth, Prof. Yu University of Illinois, Chicago

In one business district, vehicles searching for parking produces 730 tons of CO 2, gallons on gasoline, and 38 trips around the world. 2

Problem estimating street parking availability using only mobile phones mobile phone distribution among drivers GPS errors, transportation mode detection errors, Bluetooth errors, etc. 3

Motivations save time and gas to find parking reduce congestion and pollution mobile phone are ubiquitous affordable - SF park 8000 parking spaces cost 23M USD external sensors such as cameras not utilized 4

Why mobile phones ? ubiquitous with several sensors (GPS, gyro, accelerometer) several people own a mobile phone other alternatives – Sensor in pavement (e.g. SF Park) $300 + $12 per month – Manual reporting (e.g. Google OpenSpot) – Ultrasonic sensors on taxi (e.g. ParkNet) $400 per sensor 5

Contributions parking status detection (PSD) street parking estimation algorithms – historical availability profile construction (HAP) – parking availability estimation (PAE) weighted average (WA) Kalman Filter (KF) historical statistics (HS) scaled PhonePark (SPP) 6

PSD, HAP, PAE 7

Parking status detection (PSD) Determine when/where a driver park/deparks Image sources:

Parking Status Detection (PSD) We proposed three schemes for PSD – transportation mode transition of driver – Bluetooth pairing of phone and car – Pay by phone piggyback 9

3 Schemes for PSD Transportation mode transition (GPS/accelerometer) Bluetooth Pay-by-phone piggy back 10

HAP construction estimates the historic mean (i.e. ) and variance (i.e. ) of parking relevant terms – prohibited period, permitted period – false positives, false negatives – b, N 11

Why is Building Profile Non-trivial Low sample rate due to low market penetration – 1% to 5% Errors in parking status detection – False negative Missing parking activities that have occurred E.g., misclassifying parking as getting off a bus – False positive: Reporting parking activities that have not occurred E.g., misclassify getting on a bus as deparking

Historical availability profile (HAP) Algorithm Start with a time at which the street block is fully available, e.g., end of a prohibited time interval (start permitted period) When a parking report is received, availability is reduced by: Similarly when a deparking report is received b: penetration ratio (uniform distribution) fn: false negative probability fp: false positive probability Justification: 1. Each report (statistically) corresponds to 1/b actual parking 2. 1/(1 fn) reports should have been received if there were no false negatives 3. The report is correct with 1 fp probability

HAP algorithm PP 1 PP 2 PP m 14

HAP uncertainty bounding Given an error tolerance, with what P the diff between q(t) and is less than x parking spaces. Lemma 1 Lemma 2 15

More specifically: Example: – If we want error < 2 with 90% confidence, standard deviation of the estimation is 10 (i.e., the average fluctuation of estimated availability at the 8:00am is 10). – then we need 68 permitted periods. i.e. about two months of data. Estimation average Estimation variance True average Number of samples, or permitted periods Cumulative distribution function of normal distr.

Parking Availability Estimation (PAE) 17

Parking Availability Estimation (PAE) Combining history with real time – Weighted average 18

Parking Availability Estimation (PAE) combining history with real time – Kalman Filter estimation (KF) 19

Evaluation RT data from SFPark.org 04/10 to 08/11 Polk St (12 spaces )and Chestnut St (4 spaces ) 20

HAP Results Polk St. block 12 spaces available Chestnut St. block 4 spaces available 21

PAE results 22

PAE results Boolean availability i.e. at least one slot available b =1 % 23

Related work ParkNet SFPark.org project Googles OpenSpot 27 Image sources: $300 per sensor + $12 per month service. Project cost $23 million Cumbersome $400 per system for each vehicle

Conclusion schemes for parking status detection (PSD) – GPS, accelerometer, Bluetooth historical availability profile (HAP) algorithm real time parking availability estimation algorithms (PAE) 25

Acknowledgements SF Park team (J. Primus etc.) Reviewers for fruitful comments NSF and NURAIL 26