Table of Contents Table of Contents
Previous Page  349 / 561 Next Page
Information
Show Menu
Previous Page 349 / 561 Next Page
Page Background

INFORMS Nashville – 2016

349

TD45

209A-MCC

Simulation Optimization and Ranking and Selection

Sponsored: Simulation

Sponsored Session

Chair: Demet Batur, University of Nebraska-Lincoln, CBA 209, Lincoln,

NE, 68588, United States,

dbatur@unl.edu

1 - Optimization-based Learning Of Simulation Model Discrepancy

Henry Lam, University of Michigan, Ann Arbor, MI, United States,

khlam@umich.edu,

Matthew Plumlee

The vast majority of stochastic simulation models are imperfect in that they fail to

fully emulate the entirety of real dynamics. Despite this, these imperfect models

are still useful in practice, so long as one knows how the model is inexact. We

propose a method to learn the amount of the model inexactness using data

collected from the system of interest. Our approach relies on a Bayesian

framework that addresses the requirements for estimation of probability measures

that are ubiquitous in stochastic simulation, and an embedded optimization to

enhance the involved computational efficiency.

2 - Quantile-based Ranking And Selection In A Bayesian Framework

Yijie Peng, Fudan University,

pengy10@fudan.edu.cn,

Chun-Hung

Chen, Michael Fu, Jian-Qiang Hu, Ilya O Ryzhov

We propose two quantile-based ranking and selection schemes in a Bayesian

framework, i.e. myopic allocation policy (MAP) and optimal computing budget

allocation (OCBA). MAP has a superior small sample performance, while OCBA

shows a desirable asymptotic behavior. As a result, a switching strategy that that

switches from MAP to OCBA is provided to achieve balanced performances in

both small sample and large sample scenarios.

3 - Multi-information Source Optimization With Applications

Matthias Poloczek, Cornell University,

poloczek@cornell.edu

, Jialei

Wang, Peter Frazier

We consider Bayesian optimization of an expensive-to-evaluate black-box

function, where we also have access to cheaper approximations of the objective

that are typically subject to varying unknown bias. Our novel algorithm

rigorously treats the involved uncertainties and uses the Knowledge Gradient to

maximize the predicted benefit per unit cost. We discuss applications and

demonstrate that the method consistently outperforms other state-of-the-art

techniques, finding designs of considerably higher objective value at lower cost.

4 - Tractable Dynamic Sampling Strategies For Quantile-based

Ordinal Optimization

Dongwook Shin, Columbia Business School,

dshin17@gsb.columbia.edu,

Mark Nathan Broadie, Assaf Zeevi

Given a certain number of stochastic systems, the goal of our problem is to

dynamically allocate a finite sampling budget to minimize the probability of

falsely selecting non-best systems, where the selection is based on quantiles of

their performances. The key aspect is that the objective depends on underlying

probability distributions that are unknown. To formulate this problem in a

tractable form, we introduce a function closely associated with the

aforementioned objective. To derive sampling policies that are practically

implementable, we suggest a policy that combines sequential estimation and

myopic optimization, as well as certain variants of this policy for finite-time

improvement.

TD46

209B-MCC

Empirical Research on Pricing and Revenue

Management

Sponsored: Revenue Management & Pricing

Sponsored Session

Chair: Pnina Feldman, University of California-Berkeley, Berkeley, CA,

United States,

feldman@haas.berkeley.edu

Co-Chair: Necati Tereyagoglu, Scheller College of Buss - Georgia

Institute of Technology, Atlanta, GA, United States,

necati.tereyagoglu@scheller.gatech.edu

1 - Welfare Implications Of Congestion Pricing: Evidence from

SFpark

Hsin-Tien Tsai, University of California, Berkeley, 1822 Francisco

St., Apt 4, Berkeley, CA, 94703, United States,

hsintien@berkeley.edu

, Pnina Feldman, Jun Li

SFpark is a congestion pricing program for street parking implemented in San

Francisco. We investigate whether consumers benefit from congestion pricing

using data from this program. We build a structural model of consumer search

and quantify the change in consumer welfare.

2 - Inventory Announcements And Customer Choice: Evidence From

The Air Travel Industry

Katherine Ashley, University of California-Berkeley,

kate_ashley@haas.berkeley.edu,

Pnina Feldman, Jun Li

Does inventory announcement influence consumer decision-making in the

market for airline tickets? We estimate the impact of the firm’s announcement

policy on customer purchase timing and itinerary choice. In doing so, we measure

the information content of inventory announcements, and analyze the extent to

which customers treat these messages from the firm as cheap talk or credible

information.

3 - Designing Listing Policies For Online B2b Marketplaces

Wenchang Zhang, University of Maryland, COLLEGE PARK, MD,

CA, United States,

wzhang@rhsmith.umd.edu,

Konstantinos

Bimpikis, Wedad Jasmine Elmaghraby, Kenneth Moon

Excess inventory amounts to $500 billion a year for big-box retailers. Much of

this inventory is sold through online B2B auctions. Based on a natural

experiment, we provide strong evidence that increasing the market thickness by

concentrating the auction ending times to just a couple of days of the week has a

significant positive effect on their final prices. We find that bidders’ monitoring

cost has a large impact on their auction entry choices and outweighs the

potentially negative effect of cannibalization among competing auctions. Our

findings may have implications for the design of online marketplaces beyond

liquidation auctions.

4 - Distribution Channel Relationships And Multimarket Competition

Necati Tereyagoglu, Assistant Professor of Operations

Management, Scheller College of Bussiness - Georgia Institute of

Technology, 800 W Peachtree St NW, Atlanta, GA, 30308, United

States,

necati.tereyagoglu@scheller.gatech.edu,

O. Cem Ozturk

We study the role of the distribution channel relationships in determining

competitive intensity when manufacturers encounter in multiple markets. We

explore the manufacturers’ pricing decisions when they have asymmetric

distribution channel relationships with retailers across multiple markets. Using an

extensive scanner data set, we find that cross-market interdependence due to

shared ties with the retailers softens competition when manufacturers have

asymmetric distribution channel relationships across multiple markets.

TD47

209C-MCC

Cloud Computing in RM

Sponsored: Revenue Management & Pricing

Sponsored Session

Chair: Cinar Kilcioglu, Columbia Business School, Columbia Business

School, New York, NY, 10027, United States,

ckilcioglu16@gsb.columbia.edu

Co-Chair: Costis Maglaras, Columbia University, New York, NY, United

States,

c.maglaras@columbia.edu

1 - Optimal Resource Consumption via Data Driven Prophet

Inequalities With An Application To Cloud Infrastructure

Andrew A Li, MIT, Cambridge, MA, United States,

aali@mit.edu,

Muhammad J Amjad, Vivek Farias, Devavrat Shah

Buyers of cloud compute resources are generally interested in completing

workloads by fixed deadlines as cheaply as possible. This entails purchasing

enough resources at the lowest prices possible, which is a challenge in today’s

market where the largest providers all use some form of demand-driven pricing.

We formulate this as a covering problem, and introduce the Data-Driven Prophet

Model, which uses historical price data to interpolate between stochastic

modeling and a fully adversarial model. We propose a simple, scalable threshold

policy that is order-optimal and has, in a real-world implementation, completed

workloads significantly cheaper than the current practice benchmark.

2 - Stochastic Optimal Control Of Time-varying Cloud Workloads

Mark S Squillante, IBM Thomas J. Watson Research Center,

mss@us.ibm.com,

Yingdong Lu, Mayank Sharma, Bo Zhang

We consider a cloud computing system modeled as a GI/GI/1 queue under

workloads (arrival and service processes) that vary on one time scale and under

controls (server capacity) that vary on another time scale. Taking a stochastic

optimal control approach and formulating the corresponding optimal dynamic

control problem as a stochastic dynamic program, we derive structural properties

for the optimal dynamic control policy in general. We also derive fluid and

diffusion approximations for the problem and propose analytical and

computational approaches in these settings. Computational experiments

demonstrate the benefits of our approach.

TD47