Rassal kemoterapi çizelgelemesinde adilliğin gözetilmesi
2024
0 views
0 downloads
Advisor: Doç. Dr. Özlem Karsu ; Dr. Öğr. Üyesi Serhat Gül
Abstract (EN)
Chemotherapy scheduling is hard to manage under uncertainty in infusion durations, and focusing on expected performance measure values may lead to unfavorable outcomes for some patients. We aim to design daily patient appointment schedules considering fairness regarding patient waiting times. We propose using a metric that encourages fairness and efficiency in waiting time allocations. To optimize this metric, we formulate a two-stage stochastic mixed-integer nonlinear programming model. We employ a binary search algorithm to identify an optimal schedule, and then propose a modified binary search algorithm (MBSA) to enhance computational capability. Moreover, to address stochastic feasibility problems at each MBSA iteration, we introduce a novel reduce-and-augment algorithm that utilizes scenario set reduction and augmentation methods. We use real data from a major oncology hospital to show the efficacy of MBSA. We compare the schedules identified by MBSA with both the baseline schedules from the oncology hospital and those generated by commonly employed scheduling heuristics. We also compare our metric with a well-known inequity metric (the Gini coefficient) and a Rawlsian-type welfare function. Finally, we highlight the significance of considering uncertainty in infusion durations to maintain fairness while creating appointment schedules.
Author
Dr. Batuhan Çelik
How to Cite
Batuhan Çelik (Master Thesis). Rassal kemoterapi çizelgelemesinde adilliğin gözetilmesi, 2024, Bilkent University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Bilkent University
- Geç Antik Çağ'da Aşağı Tuna: Histria örneği(2023)
- Petrol fiyatları ve getiri eğrisi(2024)
- Sözle yönlendirme üzerine makaleler(2014)
- İletişim ağları ve sağlık uygulamaları için çok kollu haydut algoritmaları(2022)
- Türk Anayasa Mahkemesinin içtihatları ışığında karşılaştırmalı anayasal mutluluk(2023)
- Doğrusal karbon zincirlerinin yoğunluk fonksiyoneli teorisi ile incelenmesi(2023)
