Trading a problem-solving task

被引:0
作者
Matsubara, Shigeo [1 ]
机构
[1] NTT Commun. Science Laboratories, NTT Corporation
关键词
Auction; Bounded rationality; Contract theory; Game theory; Task allocation;
D O I
10.1527/tjsai.18.269
中图分类号
学科分类号
摘要
This paper focuses on a task allocation problem, especially cases where the task is to find a solution in a search problem or a constraint satisfaction problem. If the search problem is hard to solve, a contractor may fail to find a solution. Here, the more computational resources such as the CPU time the contractor invests in solving the search problem, the more a solution is likely to be found. This brings about a new problem that a contractee has to find an appropriate level of the quality in a task achievement as well as to find an efficient allocation of a task among contractors. For example, if the contractee asks the contractor to find a solution with certainty, the payment from the contractee to the contractor may exceed the contractee's benefit from obtaining a solution, which discourages the contractee from trading a task. However, solving this problem is difficult because the contractee cannot ascertain the contractor's problem-solving ability such as the amount of available resources and knowledge (e.g. algorithms, heuristics) or monitor what amount of resources are actually invested in solving the allocated task. To solve this problem, we propose a task allocation mechanism that is able to choose an appropriate level of the quality in a task achievement and prove that this mechanism guarantees that each contractor reveals its true information. Moreover, we show that our mechanism can increase the contractee's utility compared with a simple auction mechanism by using computer simulation.
引用
收藏
页码:269 / 277
页数:8
相关论文
共 50 条
[31]   Law and rule in the Essay towards solving a problem in the doctrine of chances [J].
Clero, Jean-Pierre .
REVUE DE SYNTHESE, 2015, 136 (1-2) :139-171
[32]   An innovative method to solve the maintenance task allocation and packing problem [J].
da Mata Filho, Jose Nogueira ;
de Mesquita, Antonio Celio Pereira ;
Abrahao, Fernando Teixeira Mendes ;
Rocha, Guilherme C. .
JOURNAL OF QUALITY IN MAINTENANCE ENGINEERING, 2024, 30 (01) :284-305
[33]   Balanced Task Allocation by Partitioning the Multiple Traveling Salesperson Problem [J].
Vandermeulen, Isaac ;
Gross, Roderich ;
Kolling, Andreas .
AAMAS '19: PROCEEDINGS OF THE 18TH INTERNATIONAL CONFERENCE ON AUTONOMOUS AGENTS AND MULTIAGENT SYSTEMS, 2019, :1479-1487
[34]   Using xQx to model and solve the uncapacitated task allocation problem [J].
Lewis, M ;
Alidaee, B ;
Kochenberger, G .
OPERATIONS RESEARCH LETTERS, 2005, 33 (02) :176-182
[35]   A Distributed Algorithm for the Multi-Robot Task Allocation Problem [J].
Giordani, Stefano ;
Lujak, Marin ;
Martinelli, Francesco .
TRENDS IN APPLIED INTELLIGENT SYSTEMS, PT I, PROCEEDINGS, 2010, 6096 :721-+
[36]   Development of an Improved KOA Algorithm for Solving Task Allocation in Hilly Orchards With Weeding Robots [J].
Xie, Xiaolin ;
Jin, Hang ;
Wang, Heng ;
Xu, Man ;
Zhang, Cheng ;
Jin, Xin ;
Zhang, Zhihong .
IEEE ACCESS, 2025, 13 :44184-44195
[37]   SOLVING MULTI-ROBOT PICKING PROBLEM IN WAREHOUSES: A SIMULATION APPROACH [J].
Jiang, H. .
INTERNATIONAL JOURNAL OF SIMULATION MODELLING, 2020, 19 (04) :701-712
[38]   A Game Theory Approach for Solving the New Concept of Car Sequencing Problem [J].
Bysko, Sara ;
Krystek, Jolanta .
CONFERENCE PROCEEDINGS OF 2019 5TH INTERNATIONAL CONFERENCE ON CONTROL, AUTOMATION AND ROBOTICS (ICCAR), 2019, :531-535
[39]   Market Approaches to the Multi-Robot Task Allocation Problem: a Survey [J].
Quinton, Felix ;
Grand, Christophe ;
Lesire, Charles .
JOURNAL OF INTELLIGENT & ROBOTIC SYSTEMS, 2023, 107 (02)
[40]   A bin packing approach to solve the aircraft maintenance task allocation problem [J].
Witteman, Max ;
Deng, Qichen ;
Santos, Bruno F. .
EUROPEAN JOURNAL OF OPERATIONAL RESEARCH, 2021, 294 (01) :365-376