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INFORMS Nashville – 2016

222

2 - Production Of Schooling

John Ruggiero, University of Dayton,

jruggiero1@udayton.edu

In this paper we analyze the production of schooling using stochastic DEA. Using

Banker’s stochastic DEA model, we estimate frontier production allowing for

measurement error while controlling for the socioeconomic environment. We

derive useful policy measures related to costs to help guide school funding.

3 - Insights From Machine Learning For Evaluating Production

Function Estimators On Manufacturing Survey Data

Andrew Johnson, Texas A & M University-College Station,

ajohnson@tamu.edu

, José Luis Preciado Arreola

Organizations like census bureaus rely on non-exhaustive surveys to estimate

industry population-level production functions. In this paper we propose selecting

an estimator based on a weighting of its in-sample and predictive performance on

actual application datasets. We compare Cobb-Douglas functional assumptions to

nonparametric shape constrained estimators. For simulated data, we find that our

proposed estimator has the lowest weighted errors. For actual data, specifically

the 2010 Chilean Annual National Industrial Survey, a Cobb-Douglas specification

describes at least 90% as much variance as the best alternative estimators in

practically all cases considered.

4 - Endogenous Environmental Variables In Stochastic

Frontier Models

Artem Prokhorov, University of Sydney Business School,

Sydney, Australia,

artem.b.prokhorov@gmail.com

,

Christine Amsler, Peter Schmidt

We consider an SFA model with errors e=v+uoexp(q’d), where v is normally

distributed noise, uo generates technical inefficiency and q are the environmental

variables that influence the level of technical inefficiency. In a previous paper we

looked at the case that the input variables are correlated with v and u but q are

exogenous. Here we allow q to be endogenous in the sense that they are not

independent of v and/or uo. We consider estimation by IV and by MLE. MLE

requires specification of reduced form equations. The case that q and uo are

dependent is difficult because we need to assume a copula and so there are

computational issues.

MD41

207C-MCC

Quantitative Methods for Finance and Energy

Sponsored: Financial Services

Sponsored Session

Chair: Mendoza Rafael,

rafamendoza1977@gmail.com

1 - Modeling Dependent Outages Of Electricity Generators

Vishwakant Malladi, McCombs School of Business,

vishwakant@gmail.com

We present a framework where the electricity plants in a region are modeled as

subordinated Markov Chains. We also develop a factor model for Markov chain

generators to separate both the idiosyncratic and correlated behavior of the

plants. Calibration shows that supply curves are bent resulting in lower

generation capacity available at higher reliability levels.

2 - Dynamic Mean-variance Under Predictable Criteria

Xiao Han, University of Texas-Austin,

xhan581@gmail.com

While mean-variance analysis has been widely adopted by investment

professional as a basic asset allocation tool, its dynamic counterpart was rarely

studied in academic literature. We aim to fill this gap by proposing a type of

mean-variance criteria that is predictable, self-generating and consistent over

time. The framework partially resolves the dilemma when searching for dynamic

optimal portfolio strategies while facing uncertainties about model parameters

and investment horizons. As an example, we solve the forward mean-variance

problem when the investor only has partial information regarding the dynamics

of asset returns.

3 - Static Hedging And Pricing Under The JDCEV Model Via

Integral Equations

Dong-Young Lim, Korea Advanced Institute of Science &

Technology, DaeJeon, Korea, Republic of,

ldy1848@kaist.ac.kr

,

Kyoung-Kuk Kim

We provide a systematic approach to construct an exact static hedge for exotic

options under the JDCEV model, using the theory of integral equations. We show

the existence and uniqueness of an exact static hedging portfolio which consists

of continuum of vanilla or binary options. Under suitable conditions, such a

hedging portfolio can be explicitly found in terms of generalized hypergeometric

functions. Also, we work on constructing a robust static hedge with finitely many

hedging instruments, together with an efficient method of evaluating hedge

errors. The effectiveness of the proposed method is demonstrated by several

examples, including double barrier options and step up(down) options.

MD42

207D-MCC

Pricing and Information Provision of Services

Sponsored: Revenue Management & Pricing

Sponsored Session

Chair: Gad Allon, Northwestern University, Evanston, IL,

United States,

g-allon@kellogg.northwestern.edu

1 - Managing Customer Expectations And Priorities With Delay

Announcements

Gad Allon, Northwestern University,

g-allon@kellogg.northwestern.edu

, Achal Bassamboo, Qiuping Yu

We study in a service environment, how to manage customers’ expectations and

to prioritize customers appropriately to maximize the firm’s profits. Specifically,

we focus on a setting where the firm uses only delay announcements and study

the opportunities and limitations of this mechanism. We are particularly

interested in when and how the customers can be influenced by delay

announcements.

2 - Trading Time In A Congested Environment

Luyi Yang, The University of Chicago, Chicago, IL, United States,

luyi.yang@chicagobooth.edu,

Laurens Debo, Varun Gupta

We propose time trading mechanisms, in which customers who are privately

informed about their waiting costs mutually agree on the ordering in the queue

by trading positions. We design optimal mechanisms for the social planner, the

service provider, and an intermediary who might mediate the trading platform.

Both the social planner’s and the service provider’s optimal mechanisms involve a

flat admission fee and an auction that implements strict priority. If a revenue-

maximizing intermediary operates the trading platform, it should charge a trade

participation fee and implement an auction with some restrictions on customer

trade.

3 - Learning To Bid In Sequential Auctions With Budgets Without

Market Information

Yonatan Gur, Stanford University,

ygur@stanford.edu,

Santiago Balseiro

We consider the of bidding in sequential auctions with budget constraints under

incomplete information, where bidders do not know the valuation distributions

and the budgets of their competitors. We present a general adaptive strategy

consisting of an approximation scheme in the dual space, in which bidders adjust

their multipliers (and accordingly, their bid functions) through the campaign

according to their expenditures. When adopted by all bidders, we show that the

long-run average payoffs of the strategy asymptotically converge to those under a

fluid mean-field equilibrium. We also analyze off-equilibrium performance under

arbitrary and utility maximizing deviations.

4 - Impact Of Uncertainty About Co-workers Capability On Server

Behavior In Queueing Systems

Masha Shunko, University of Washington,

mshunko@gmail.com

,

Yaroslav Rosokha, Saurabh Bansal

We study business environment in which multiple servers process individual

orders, but receive payment based on the team performance. Specifically, we are

interested in the case when there is uncertainty about each other’s capability,

such as when teams are newly formed or when new members join the group.

What impact does this uncertainty have on the productivity of workers? Do

workers perform better or worse if they know what the co-workers are capable

of? Can the productivity be manipulated (impacted) by provision of relevant

information regarding others’ capability? We answer these questions using a

behavioral lab experiment.

MD43

208A-MCC

Simulation for Supply Chain

Sponsored: Simulation

Sponsored Session

Chair: Abdullah A Alabdulkarim, Dean, College of Engineering,

Majmaah University, university campus, Majmaah, Majmaah, 1176,

Saudi Arabia,

aalabdulkarim2010@gmail.com

1 - Statistical Selection Of The Best Path In A Supply Chain

David Goldsman, Georgia Institute of Technology,

sman@gatech.edu

We study statistical formulations of problems involving the selection of the best

path from an origin to a destination through a network such as a supply chain.

The term “best” can take a variety of meanings, e.g., the path having the (i)

smallest expected travel time, (ii) highest probability of meeting a deadline, and

MD41