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INFORMS Philadelphia – 2015

243

MD37

37-Room 414, Marriott

Health Care Modeling and Optimization VIII

Contributed Session

Chair: Yunzhe Qiu, Peking University, NO. 298 Chengfu Road, Haidian

District, Beijing, China,

qiuyunzhe92@163.com

1 - Improving Surgical Instrument Delivery using Optimization and

Process Flow Modeling

Rama Mwenesi, Center for Healthcare Engineering and Patient

Safety, University of Michigan, IOE Building, 1205 Beal Avenue,

Ann Arbor, MI, 48109-2117, United States of America,

rmwenesi@umich.edu

, Joseph Derosier, James Bagian,

Shawn Murphy, Amy Cohn

Efficiency in surgical instrument reprocessing is a key challenge for high-volume

surgical centers. Insufficiently cleaned or maintained instruments adversely

impact patient safety and surgical outcomes. This study examines how i)

instrument cleanability and ii) instrument-set configurations impact efficiencies in

reprocessing as well as quality of care and costs of delivery. We evaluate process

flow variations in the delivery of instruments and present optimization-based

models for improvement.

2 - A Queueing Model of Critical Care Outreach Team in Hospitals

Ali Haji Vahabzadeh, PhD Student, The University of Auckland,

Private Bag 92019, Auckland, 1142, New Zealand,

a.vahabzadeh@auckland.ac.nz,

Valery Pavlov

The considerable evidence of failed CCOT implementations in hospitals

demonstrate a lack of genuine understanding of the CCOT roles and capabilities.

Such an evidence suggests that many times implementations follow, in effect, trial

and error approach. To allow hospitals making better informed decisions this

research proposes a queueing model for understanding the effectiveness of the

CCOT on the intensive care unit performance and patient outcomes.

3 - Optimal Incentives for HIV Prevention Funds Allocation under

Asymmetric Information

Monali Malvankar, Assistant Professor, Western University, St.

Joseph’s Hospital, 268 Grosvenor St., London, ON, N6A 4V2,

Canada,

mmalvan@uwo.ca

, Gregory Zaric, Xinghao Yan

Resource allocation models often require cost and effectiveness data on the results

of an intervention. However, these data may not be available in practice due to

several reasons. We model information asymmetry in a multi-level HIV/AIDS

resource allocation process with an attempt to answer the following questions.

What is the impact of incentives if the preferences and infections prevented at the

lower level are unknown at the upper level?

4 - Elective Surgery Scheduling for Multiple Operating Rooms

Considering Patient Health Condition

Joonyup Eun, PhD Candidate, Purdue University, 315 N. Grant

Street, West Lafayette, IN, 47907-2023, United States of America,

eunj@purdue.edu,

Sang-phil Kim, Yuehwern Yih

This research is motivated by the fact that surgery scheduling considering patient

condition can contribute to improving patient safety. Surgeons and patients may

want to schedule their surgeries early in order to escape from the risk of

worsening patient condition. However, the resource limitation on surgeons,

operating rooms, etc., forces surgical schedulers to prioritize surgeries. This

research suggests a systematic mathematical model to consider patient condition

in surgery scheduling.

5 - Who is the Right Kid for the Next Service? A Real Time Access

Control Policy in the Pediatric Clinic

Yunzhe Qiu, Peking University, No. 298 Chengfu Road,

Haidian District, Beijing, China,

qiuyunzhe92@163.com

,

Zekun Liu, Jie Song

This paper develops a real-time appointment scheduling policy considering both

the difference and fairness of waiting time among heterogeneous patients. We use

the utility theory to measure service satisfaction, which is integrated with CTMDP

model. A myopic policy considering heterogeneous patients’ waiting patience is

provided to minimize the overall disutility. A case based on the collaborated

hospital is investigated, where the results confirm the effectiveness of the policy.

MD38

38-Room 415, Marriott

Dynamic Programming and Control II

Contributed Session

Chair: Akram Khaleghei, University of Toronto, 1706, 35 Charles Street

West, Toronto, ON, M4Y 1R6, Canada,

akhalegh@mie.utoronto.ca

1 - Tractable Sampling Strategies for Ordinal Optimization

Dongwook Shin, PhD Candidate, Columbia Business School, 612

W 114th Street, Apt. 4R, New York, NY, 10025, United States of

America,

dshin17@gsb.columbia.edu,

Assaf Zeevi, Mark Broadie

We consider the problem of selecting one of several competing configurations

(systems), where probability distributions are not known, but can be learned via

sampling. The objective is to dynamically allocate a finite sampling budget to

ultimately select the best system. We introduce a tractable performance criterion

and a sampling policy that seeks to optimize it.

2 - Analysis and Modeling of the Aggregate Production Planning via

Control Oriented Approaches

Yasser A. Davizón, Professor, Universidad Politécnica de Sinaloa,

Carretera Libre Mazatlán, Mazatlan, Mexico,

ydavizon@asu.edu

,

César Martínez-Olvera

This research work addresses the application of control oriented approaches for

the analysis and modeling of the Aggregate Production Planning problem.

Analysis is provided for second order dynamical systems with the interest to

model Capacity, Inventory level, Work force costs, production rate and demand

along the Supply Chain Management by a novel mathematical formulation.

Control oriented approaches considered in this paper are: Model Predictive

Control and Linear Quadratic Regulator.

3 - Conditional-based Maintenance Policy for a System Subject to

Random Failure

Akram Khaleghei, University of Toronto, 1706, 35 Charles Street

West, Toronto, ON, M4Y 1R6, Canada,

akhalegh@mie.utoronto.ca

, Viliam Makis

The maintenance optimization of a partially observable degrading system subject

to condition monitoring and observable random failure is investigated considering

cost minimization. The deterioration process is modeled as a continuous time

hidden semi-Markov model with three states: healthy, warning and failure. Only

the failure state is observable. Bayesian control chart is designed to prevent the

costly system failure.

4 - Capacity Allocation of Appointment Admission Control in a

Hierarchical Healthcare System

Xin Pan, College of Engineering, PKU, Founder Building 512,

Chengfu Street 298, Beijing, 100871, China,

paxi_91@126.com

,

Jie Song, Bo Zhang

Motivated by unbalanced demand between General Hospital (GH) and

Community Healthcare center (CHC) in a hierarchical healthcare system, we

proposed a MDP model where multi-class slots are allocated to multi-class

patients. We derive a policy that blocks slots in GH for low-class patients so as to

satisfy high-class patients. The policy finally intends to lower the mismatching

level in the hierarchical healthcare system, maximizing both the system’s and

patients’ revenue in the long-term.

5 - Identification of Parameters in Mathematical Biology

Ugur Abdulla, Professor of Mathematics, Florida Institute of

Technology, 3627 Mount Carmel Lane, Melbourne, FL, 32901,

United States of America,

abdulla@fit.edu

, Roby Poteau

We consider inverse problems for the identification of constant and functional

parameters for systems of nonlinear ODEs arising in mathematical biology. We

implement a numerical method suggested in U.G.Abdulla,JOTA,85,3(1995). The

idea of the method is based on the combination of quasilinearization with

sensitivity analysis and Tikhonov’s regularization. We apply the method to

various biological models such as the bistable switch model in genetic regulatory

networks and angiogenesis model.

MD38