Interactive decision-making for autonomous vehicles based on a theory of order

Autonomous driving is challenging, because understanding how human-being makes decisions can be difficult. To build such a machine that substitutes for human to make decisions, one essential is the capability of interacting with other road users. Currently autonomous vehicles lack such an understand...

Full description

Saved in:
Bibliographic Details
Main Author: Cai, Jiacheng
Other Authors: Lyu Chen
Format: Thesis-Doctor of Philosophy
Language:English
Published: Nanyang Technological University 2023
Subjects:
Online Access:https://hdl.handle.net/10356/169912
Tags: Add Tag
No Tags, Be the first to tag this record!
Institution: Nanyang Technological University
Language: English
id sg-ntu-dr.10356-169912
record_format dspace
spelling sg-ntu-dr.10356-1699122023-09-04T07:32:08Z Interactive decision-making for autonomous vehicles based on a theory of order Cai, Jiacheng Lyu Chen School of Mechanical and Aerospace Engineering lyuchen@ntu.edu.sg Engineering::Mechanical engineering Autonomous driving is challenging, because understanding how human-being makes decisions can be difficult. To build such a machine that substitutes for human to make decisions, one essential is the capability of interacting with other road users. Currently autonomous vehicles lack such an understanding, thus over conservative behaviors must be taken, which leads to compromised performances. The subject of this thesis is the development of the Theory of Order and the order-based ap- proaches as the tool, to understand human behavior, hence enable autonomous vehicles to make interactive decisions. The theory is a mathematical framework for describing the strategies a human-like mind would take during the traffic in- teractions modelled as a game. It aims to cut the issue of multi-equilibria and incomplete information that makes the game difficult to solve. The meaning of Order is threefold: it describes a set of steady states that generally exists in the interactions, as a subjection relation of behaviors among the players, which is not precisely known but could be dynamically approximated through a process of order establishment; it also indicates the sequence in which the traffic space is occupied by players, and how objective and random differences would lead to the inevitabil- ity of the final subjection relation; and it’s a strategy profile regarding player’s aggressiveness that establish a high level equilibrium in the sense of considering driving as infinite repeated game, therefore provides a solution to multi-equilibria. The order establishment could be achieved by players adjusting their intentions constantly according to the order-strategy, which is explored both on a theoretical and on an algorithmic level. By conducting various simulations in both structured space (unsignalized intersection) and unstructured space (Arc de Triomphe round- about), the approach is tested and verified in completing specific tasks, including unprotected left-turn, merging, or free interaction in proximity. Compared to the baseline methods, order-based approach shows its advantages in several aspects: promoting both individual and system efficiency, generating collision free maneu- ver, being capable of taking initiative actions in a safe manner. Exhaustive test reveals that system level performance would be promoted if players are relatively equivalent in aggressiveness, which indicates that AV should be designed adaptive when dealing with different groups of people. In general, this work propose an innovative framework to interpret and analyse traffic interactions and developed algorithm that improve performances in safety and efficiency for the autonomous vehicles to interact with humans. Doctor of Philosophy 2023-08-15T04:44:45Z 2023-08-15T04:44:45Z 2023 Thesis-Doctor of Philosophy Cai, J. (2023). Interactive decision-making for autonomous vehicles based on a theory of order. Doctoral thesis, Nanyang Technological University, Singapore. https://hdl.handle.net/10356/169912 https://hdl.handle.net/10356/169912 10.32657/10356/169912 en This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License (CC BY-NC 4.0). application/pdf Nanyang Technological University
institution Nanyang Technological University
building NTU Library
continent Asia
country Singapore
Singapore
content_provider NTU Library
collection DR-NTU
language English
topic Engineering::Mechanical engineering
spellingShingle Engineering::Mechanical engineering
Cai, Jiacheng
Interactive decision-making for autonomous vehicles based on a theory of order
description Autonomous driving is challenging, because understanding how human-being makes decisions can be difficult. To build such a machine that substitutes for human to make decisions, one essential is the capability of interacting with other road users. Currently autonomous vehicles lack such an understanding, thus over conservative behaviors must be taken, which leads to compromised performances. The subject of this thesis is the development of the Theory of Order and the order-based ap- proaches as the tool, to understand human behavior, hence enable autonomous vehicles to make interactive decisions. The theory is a mathematical framework for describing the strategies a human-like mind would take during the traffic in- teractions modelled as a game. It aims to cut the issue of multi-equilibria and incomplete information that makes the game difficult to solve. The meaning of Order is threefold: it describes a set of steady states that generally exists in the interactions, as a subjection relation of behaviors among the players, which is not precisely known but could be dynamically approximated through a process of order establishment; it also indicates the sequence in which the traffic space is occupied by players, and how objective and random differences would lead to the inevitabil- ity of the final subjection relation; and it’s a strategy profile regarding player’s aggressiveness that establish a high level equilibrium in the sense of considering driving as infinite repeated game, therefore provides a solution to multi-equilibria. The order establishment could be achieved by players adjusting their intentions constantly according to the order-strategy, which is explored both on a theoretical and on an algorithmic level. By conducting various simulations in both structured space (unsignalized intersection) and unstructured space (Arc de Triomphe round- about), the approach is tested and verified in completing specific tasks, including unprotected left-turn, merging, or free interaction in proximity. Compared to the baseline methods, order-based approach shows its advantages in several aspects: promoting both individual and system efficiency, generating collision free maneu- ver, being capable of taking initiative actions in a safe manner. Exhaustive test reveals that system level performance would be promoted if players are relatively equivalent in aggressiveness, which indicates that AV should be designed adaptive when dealing with different groups of people. In general, this work propose an innovative framework to interpret and analyse traffic interactions and developed algorithm that improve performances in safety and efficiency for the autonomous vehicles to interact with humans.
author2 Lyu Chen
author_facet Lyu Chen
Cai, Jiacheng
format Thesis-Doctor of Philosophy
author Cai, Jiacheng
author_sort Cai, Jiacheng
title Interactive decision-making for autonomous vehicles based on a theory of order
title_short Interactive decision-making for autonomous vehicles based on a theory of order
title_full Interactive decision-making for autonomous vehicles based on a theory of order
title_fullStr Interactive decision-making for autonomous vehicles based on a theory of order
title_full_unstemmed Interactive decision-making for autonomous vehicles based on a theory of order
title_sort interactive decision-making for autonomous vehicles based on a theory of order
publisher Nanyang Technological University
publishDate 2023
url https://hdl.handle.net/10356/169912
_version_ 1779156321498562560