330 likes | 542 Views
Patient Journey Optimization using a Multi-agent Approach. Victor Choi Supervisor: Dr. William Cheung Co-supervisor: Prof. Jiming Liu. Agenda . Introduction Patient scheduling problem in Hong Kong Proposed scheduling framework Experiments Conclusions and future works. Introduction.
E N D
Patient Journey Optimization using a Multi-agent Approach Victor Choi Supervisor: Dr. William Cheung Co-supervisor: Prof. Jiming Liu
Agenda • Introduction • Patient scheduling problem in Hong Kong • Proposed scheduling framework • Experiments • Conclusions and future works
Objective • To improve patient journey by reducing undesired waiting times for patients
How to achieve our objective • With limited medical resources, we need to schedule patients in a way such that the resources could be utilized in a more efficient manner
Reasons of using a multi-agent approach • It is found that hospitals have a decentralized structure, a multi-agent approached is proposed since it favors geographically distributed entities to be coordinated
Related works of using a multi-agent approach for patient scheduling • T. O. Paulussen, I. S. Dept, K. S. Decker, A. Heinzl, and N. R. Jennings. Distributed patient scheduling in hospitals. In Coordination and Agent Technology in Value Networks. GITO, pages 1224–1232. Morgan Kaufmann, 2003. • I. Vermeulen, S. Bohte, K. Somefun, and H. La Poutre. Improving patient activity schedules by multi-agent pareto appointment exchanging. In CEC-EEE ’06: Proceedings of the The 8th IEEE International Conference on E-Commerce Technology and The 3rd IEEE International Conference on Enterprise Computing, E-Commerce, and E-Services, page 9, Washington, DC, USA, 2006. IEEE Computer Society. The use of health state as an utility function has been challenged Temporal constraints between treatment operations are not considered
Seven cancer clusters in Hong Kong C = {HKE, HKW, KC, KE, KW, NTE, NTW}
Treatment operations and medical resources Treatment plan Treatment operations { Radiotherapy, Surgery, Chemotherapy } Medical resources (A) { Radiotherapy unit, Operation unit, Chemotherapy unit }
Patient journey • We define patient journey as the duration between the date of diagnosis and the date of the last treatment completed Patient journey
Two types of agents • Patient agent • Resource agent
Cluster (HKE) Cluster (KW) Cluster (KC) Cluster (NTW) Radiotherapy unit Operation unit Cluster (NTE) Cluster (HKW) Cluster (KE) Chemotherapy unit Resource agent (cont.)
Coordination framework (cont.) • For each request, it includes: • Earliest Possible Start Date (EPS) • The earliest date on which a treatment operation could start • Latest Possible Start Date (LPS) • The latest date on which a treatment operation should start such that the treatment operation could be performed earlier
Coordination framework (cont.) • For each Target patient agent PG : Noti = 0 if there is a week’s time of notification for PG ; otherwise Last = 0 if the involving treatment operation is not the last one for PG; otherwise Temp = 0 if no temporal constraints are violated for PG; otherwise
Dataset • A dataset provided by the Hospital Authority in Hong Kong (containing 4720 cancer patient journeys) is used for performing the simulation • The diagnosis period of these 4720 patient journeys spanned across six months (1/7/2007 – 31/12/2007)
4 experiment settings • Setting 1: Patient agents are willing to exchange timeslots with others whenever none of their overall schedules would be lengthened as a result • Setting 2: Only 20% of patients from each cancer cluster are allowed to exchange their timeslots • Setting 3: Patients are only be swapped to a nearby cancer cluster • Setting 4: Timeslots released by deceased patients are allocated to the patient agents with the longest patient journey
Results Average length of patient journey Maximum length of patient journey
Simulations revealing the impacts of varying the unit capacities • To study the cost-effectiveness of increasing the capacities of medical units, 3 different timeslot allocation strategies were used: • 1) 2 timeslots were added to each medical unit on a daily-basis • 2) 14 timeslots were added to each medical unit on a weekly-basis • 3) 60 timeslots were added to each medical unit on a monthly-basis
Simulations revealing the impacts of varying the unit capacities - Results Average length of patient journey Maximum length of patient journey
Conclusions and future works • A multi-agent framework had been proposed for patient scheduling • While no temporal constraints are violated for any single patient, no patients will get a lengthened overall schedule
Conclusions and future works (cont.) • Experiments showed that even with a fixed amount of medical resources, the average length of patient journey could be shortened by about a week’s time • In the near future, rather than routinely allocate a fixed amount of additional timeslots to each cancer cluster, we are going to assess how resources (or timeslots) should be allocated to cancer clusters in a more sophisticated way such that the overall patient journey could be shortened in a greater extent.