Empirically Approaching Destination Choice Set Formation. A

Slides:



Advertisements
Similar presentations
Routing System Stability draft-dimitri-grow-rss-01.txt IETF71 - Philadelphia.
Advertisements

Intelligent Agents Russell and Norvig: 2
Chapter 10 Decision Making © 2013 by Nelson Education.
Chapter 1 DECISION MODELING OVERVIEW. MGS 3100 Business Analysis Why is this class worth taking? –Knowledge of business analysis and MS Excel are core.
Remarks on a Political Modeling Strategy for Social Systems Detlef Sprinz PIK - Potsdam Institute for Climate Impact Research.
Mo So A. Horni IVT ETH Zürich Juli 2012 Simulation einer Woche mit MATSim
Dynamic Network Security Deployment under Partial Information George Theodorakopoulos (EPFL) John S. Baras (UMD) Jean-Yves Le Boudec (EPFL) September 24,
Model Task Force Meeting November 29, 2007 Activity-based Modeling from an Academic Perspective Transportation Research Center (TRC) Dept. of Civil & Coastal.
Extracting Places and Activities from GPS Traces Using Hierarchical Conditional Random Fields Yong-Joong Kim Dept. of Computer Science Yonsei.
1 Preferred citation style for this presentation Axhausen, K.W. (2006) Next steps ?, MATSIM-T Developer Workshop, Castasegna, October 2006.
Ness Shroff Dept. of ECE and CSE The Ohio State University Grand Challenges in Methodologies for Complex Networks.
Destination Choice Modeling of Discretionary Activities in Transport Microsimulations Andreas Horni.
Modeling & Simulation: An Introduction Some slides in this presentation have been copyrighted to Dr. Amr Elmougy.
An Agent-Based Cellular Automaton Cruising-For-Parking Simulation A. Horni, L. Montini, R. A. Waraich, K. W. Axhausen IVT ETH Zürich July 2012.
Stochastic Routing Routing Area Meeting IETF 82 (Taipei) Nov.15, 2011.
Modeling Destination Choice in MATSim Andreas Horni IVT ETH Zürich July 2011.
Shared understanding Jouni Tuomisto, THL. Outline What is shared understanding? Main properties Examples of use How does it make things different? Rules.
1 Accounting for Preference Heterogeneity in Random Utility Models: An Application of the Latent Market Segmentation Model to the demand for GM foods Dr.
The Annual Meeting of the RSAI – The Israeli Branch, Tel-Aviv University, January 10, 2010 Development and estimation of a semi- compensatory residential.
MATSim … Destination Choice Current State and Future Development MATSim User Meeting 2013, Zürich 1.
Issues in Estimation Data Generating Process:
Problem and Context Survey Tool What the Future May Bring: Model Estimation Empirically Approaching Destination Choice Set Formation A. Horni, IVT, ETH.
Preferred citation style Horni A. (2013) MATSim Issues … suitable for a car trip discussion, Group seminar VPL, IVT, Zurich, September 2013.
Sequential decision behavior with reference-point preferences: Theory and experimental evidence - Daniel Schunk - Center for Doctoral Studies in Economics.
Location Choice Modeling for Shopping and Leisure Activities with MATSim: Utility Function Extension and Validation Results A. Horni IVT ETH Zurich.
Experimental Evaluation of Real-Time Information Services in Transit Systems from the Perspective of Users Antonio Mauttone Operations Research Department,
Location Choice Modeling for Shopping and Leisure Activities with MATSim: Status Update & Next Steps A. Horni IVT, ETH Zurich.
ANALYSIS TOOL TO PROCESS PASSIVELY- COLLECTED GPS DATA FOR COMMERCIAL VEHICLE DEMAND MODELLING APPLICATIONS Bryce Sharman & Matthew Roorda University of.
Data I.
Repeated Game Modeling of Multicast Overlays Mike Afergan (MIT CSAIL/Akamai) Rahul Sami (University of Michigan) April 25, 2006.
Decision-Making I: Need Recognition & Search Chapter 11.
◊MATSim Destination Choice ◊Upscaling Small- to Large-Scale Models ◊Research Avenues How to Improve MATSim Destination Choice For Discretionary Activities?
: High-Resolution Destination Choice in Agent-Based Demand Models A. Horni K. Nagel K.W. Axhausen destinations persons  00  nn  10  ij i j.
ILUTE A Tour-Based Mode Choice Model Incorporating Inter-Personal Interactions Within the Household Matthew J. Roorda Eric J. Miller UNIVERSITY OF TORONTO.
STRUCTURAL MODELS Eva Hromádková, Applied Econometrics JEM007, IES Lecture 10.
Introduction In modern age Geographic Information systems (GIS) has emerged as one of the powerful means to efficiently manage and integrate numerous types.
Centre for Transport Studies Modelling heterogeneity in decision making processes under uncertainty Xiang Liu and John Polak Centre for Transport Studies.
CS 5751 Machine Learning Chapter 13 Reinforcement Learning1 Reinforcement Learning Control learning Control polices that choose optimal actions Q learning.
Traffic Models Alaa Hleihel Daniel Mishne /32.
MATSim Location Choice for Shopping and Leisure Activities: Ideas and Open Questions A. Horni IVT ETH Zürich September 2008.
Some tools and a discussion.
CS4311 Spring 2011 Process Improvement Dr
A New Approach to Measure Preferences of Users in Built Environments: Integrating Cognitive Mapping and Utility Models Benedict Dellaert Erasmus University.
CS b659: Intelligent Robotics
Mathematical Modelling of Pedestrian Route Choices in Urban Areas Using Revealed Preference GPS Data Eka Hintaran ATKINS European Transport Conference.
Analytics and OR DP- summary.
Chp. 12 & 13 (CB) With Duane Weaver
Intelligent Agents.
Discrete Choice Models
( ) Allowing for Perceptual Attribute Indifferences in Random Regret Choice Models Using Deterministic and Stochastic Thresholds General Information.
Determining and Scaling Habitat Services
H676 Meta-Analysis Brian Flay WEEK 1 Fall 2016 Thursdays 4-6:50
© James D. Skrentny from notes by C. Dyer, et. al.
Optimization Techniques for Natural Resources SEFS 540 / ESRM 490 B
Clearing the Jungle of Stochastic Optimization
People Forecasting Where people are going?
Overview of Models & Modeling Concepts
Initiating a Research Effort
Discrete-Event System Simulation
Job Analysis CHAPTER FOUR Screen graphics created by:
John Lafferty, Chengxiang Zhai School of Computer Science
CPS Extensive-form games
Norman Washington Garrick CE 2710 Spring 2016 Lecture 07
Vincent Conitzer Extensive-form games Vincent Conitzer
CPS 173 Extensive-form games
ECONOMIC CLASSIFICATIONS Advanced course Day 2 – first morning session Statistical units and classification rules Zsófia Ercsey - KSH – Hungary Marie-Madeleine.
Landscape Disturbance
Financial Accounting Standards Board
Introduction to Decision Sciences
Recommender System.
Presentation transcript:

Empirically Approaching Destination Choice Set Formation. A Empirically Approaching Destination Choice Set Formation A. Horni, IVT, ETH Zürich Problem and Context Survey Tool What the Future May Bring: Model Estimation

Destination choice in MATSim Utility maximizing approach

Robustness of Estimated Parameters Pellegrini et al. (1997): Shopping destination choice Thesis Schuessler (2010): Route choice Problem for operational model

The Deterministic Approach cs formation criteria (exogenous) csreal(t) if any! threshold rt b = f(rt) rt To date: specification of exogenous factors for destination choice set formation rather ad hoc and more like a proof of concept. robserved 4

The Probabilistic Approach cs formation criteria endogenous! But: combinatorial complexity Speed-ups e.g. → convergence to deterministic approch Conclusion in the words of Pagliara and Timmermans (2010): „Even though the inclusion of latent stochastic thresholds and the simultaneous estimation of thresholds and utility functions represents an important step forward in discrete choice analysis, forecasting results still depend on the researchers’ specification of the choice set.“ 5

Decision Horizon: e.g., Grocery Shopping → relevant choice between and … and not in cs immediately prior to choice! choice set immediately prior to choice dinner for cat context! meat for dinner vegetables for dinner 6

Decision Horizon – Generation of PS e.g. grocery shopping Habitual „decisions“/ Routine response behavior extensive decisions learning process impulsive decisions non-compensatory decision behavior → rule-based preferred set of stores → relevant for transport planning 7

Decision Horizon: Sets Involved in the Decision Process (a First Step) Unawareness set Narayana and Markin 1975 Inept set (-) (Inert set (0)) cs(t) Evoked set (+) (Inert set (0)) Awareness set = cs(t –Dt) 8

Purely Statistical Approach vs. Behavior-Based Approach Homo oeconomicus → universal choice set inconsistent productive? Computationally infeasible Not explicative Thresholds where parameters stabilize Behavior-based criteria for cs formation Lacking research Lacking research Einordnen Position 9

Providing a research (survey) tool Allora, … Methodologial Empirical Decison horizon Statistical vs. behavioral model Preferred set - characteristics - frequencies Sets involved in decision process Core area within STP Reasons for NOT visiting a store Trip chaining Providing a research (survey) tool Model estimation MATSim model 10

Survey „Tool“ Web-based Google street view Grocery shopping 300 stores, partly manually collected future: attributes of stores

Web-based Survey Overview

Web-Survey – Google Maps & Street View

Model Estimation „New“ model Observed choice Preferred set Awareness set? Choice set Requirements: 1. Easy to survey and generate in op. models 2. Actually plays a well defined role in decision process 19

Pretest Concluding Remarks - Game-like traits appreciated → less fatigue - Dominance of closest Coop or Migros (not deliberated) Concluding Remarks Empirical basis TTB for time-geography Survey tool Input to discussion on decision horizon and extent of behavioral basis of discrete choice models (vs. purely statistical) 20