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INFORMS Philadelphia – 2015

268

2 - Optimization of Resource use in Massively Multiplayer

Online Games

Betty Love, University of Nebraska at Omaha, UNO Mathematics

Dept., 60th & Dodge Sts., Omaha, NE, 68182, United States of

America,

blove@unomaha.edu,

Andrew Cockerill

With over 400 million players worldwide, massively multiplayer online games

(MMOs) continue to be a popular source of online recreation. MMOs frequently

involve resource management and virtual economies. This project demonstrates

the introduction of optimization strategies in the MMO game World of Warcraft.

A simulated annealing algorithm was implemented in a Lua script which runs in

the game’s user interface and determines how to use the player’s current

resources to maximize virtual profit.

3 - A Gravity Model for Tourist Forecasting at FIFA Soccer

World Cups

Ghaith Rabadi, Associate Professor, Old Dominion University,

2102 Eng Systems Build, Dep. of Eng.Mngt. and Systems Eng.,

Norfolk, VA, United States of America,

grabadi@odu.edu

,

Mohammed Al-salem, Ahmed Ghoniem

FIFA Soccer World Cups are sport mega-events that enjoy tremendous popularity

worldwide. This paper analyzes historical bilateral tourist flows over the last two

decades to forecast the number of inbound tourists into future World Cup host

countries. Hosting sport mega-events will be considered as one of the input

factors to measure their impact on the number of tourists forecasted.

4 - Optimal Hiking: Bi-modal Variation of the Traveling

Salesperson Problem

Roger Grinde, Associate Professor, University of New Hampshire,

Paul College of Business & Economics, 10 Garrison Avenue,

Durham, NH, 03824, United States of America,

roger.grinde@unh.edu

The problem addressed is motivated by a mountaneering problem where there is

a network a peaks (destinations) connected by trails and a network of parking

areas connected by roads. Various objectives are possible; generally one wishes to

construct a series of hikes that together visit all the destinations. A formulation

and solution approach is presented.

5 - Analysis of Potential Solutions to Competitive Imbalance

in the NBA

Stephen Hill, Assistant Professor, UNC Wilmington,

601 South College Road, Wilmington, NC, 28403-5611,

United States of America,

hills@uncw.edu

The National Basketball Association (NBA) is in the midst of an extended period

of competitive imbalance with teams in the Western Conference widely viewed as

being stronger than those in the Eastern Conference. In this work, we evaluate a

set of possible changes to the structure of the NBA. Each of these changes is

analyzed via Monte Carlo simulation with the impacts on competitive balance

and playoff participation described.

TA31

31-Room 408, Marriott

Financial Applications of Data Mining and Machine

Learning Techniques

Sponsor: Data Mining

Sponsored Session

Chair: John Guerard, Director Of Quantitative Research, McKinley

Capital Management, LLC, 3301 C Street, Suite 500, Anchorage, AK,

99503, United States of America,

jguerard@mckinleycapital.com

1 - Optimal Global Efficient Portfolio with Emerging Markets using

Earning Forecasts

Shijie Deng, Georgia Inst of Tech, 755 Ferst Dr, Atlanta, GA,

United States of America,

sd111@gatech.edu

We apply a multi-factor stock selection model which includes earning forecast to

analyze the performance of the optimal global portfolio which includes the

emerging markets. Under the Markowitz mean-variance framework, applied

optimization techniques are employed to address the practical issues of risk-

tolerance, turn-over, and tracking-error. The impacts of these practical constraints

on the portfolio performance are analyzed through extensive numerical

experiments.

2 - Data Mining Corrections Testing

John Guerard, Director of Quantitative Research,

McKinley Capital Management, LLC, 3301 C Street, Suite 500,

Anchorage, AK, 99503, United States of America,

jguerard@mckinleycapital.com,

Harry Markowitz, Ganlin Xu

Data mining corrections (DMC) tests of Global, Russell 3000, Non-U.S. stocks,

Emerging Markets, Japan-only, and China-only during the 2000-2014 period for

21 individual financial variables and two composite (robust, PCA-based)

regression models. We find that earnings forecasting models and regression-based

models emphasizing forecasted earnings acceleration and price momentum

models dominate the DMC tests which allow us to statistically dismiss Data

Mining as a potential source of modeling bias.

3 - Applications of Machine Learning over Alpha Signals to Improve

Stock Selection and Boost Returns

Abhishek Saxena, Quantitative Research Analyst, McKinley

Capital Management, LLC, Suite 500, 3301 C Street,

Anchorage, AK, 99503, United States of America,

asaxena@mckinleycapital.com

, Sundaram Chettiappan

The paper explores the possibility of enhancing an alpha model through various

machine learning techniques. We show that these techniques can have

statistically significant additions to both raw returns and simulated returns in

various equity universes. These excess returns are mostly attributed to improved

stock selection as the risk profile doesn’t change significantly in terms of both

direct risk measurements (standard deviation based risk models) and exposures to

various fundamental factors.

4 - The Rise of the Machines: Machine Learning in Stock Selection

Rochester Cahan,

rcahan@empirical-research.com

Models that attempt to forecast the cross-section of future stock returns are often

structured as linear multifactor models. In this research we study the efficacy of

non-linear modeling techniques in stock selection strategies. We use a range of

factors known to predict stock returns as raw ingredients and investigate whether

various non-linear and machine learning algorithms can combine those

ingredients into predictive alpha signals, using only information known ex ante.

We benchmark the predictive power of the non-linear models against traditional

linear regression models constructed using the same data and estimation

windows.

TA32

32-Room 409, Marriott

Principles in Applied Probability

Sponsor: Applied Probability

Sponsored Session

Chair: Josh Reed, Associate Professor, NYU, 44 W. 4th St., New York,

NY, 10012, United States of America,

jreed@stern.nyu.edu

1 - Relating Busy Period Duration and the Single Big Jump Principle

in Heavy Traffic

Bart Kamphorst, PhD Student, CWI, Science Park 123,

Amsterdam, 1098 XG, Netherlands,

B.Kamphorst@cwi.nl

,

Bert Zwart

Queueing literature shows many results for the M/G/1 queue with a fixed server

utilization. However, in practice the server utilization may be increasing due to a

growing number of jobs per time unit. This causes a significant increase in waiting

times and the busy period duration. I will present asymptotic relations for the tail

probabilities of the former characteristics. Moreover, I will illustrate a typical long

busy period and discuss its relation with the Principle of a Single Big Jump.

2 - Capacity Allocation in a Transient Queue

Britt Mathijsen, PhD Student, Eindhoven University of

Technology, P.O. Box 513, 5600 MB, Eindhoven, Netherlands,

b.w.j.mathijsen@tue.nl

, Bert Zwart

We consider an optimal capacity allocation problem of a two-period queueing

model, being in steady-state in the first time interval, but changing parameters at

the instance of the new period. The error in the objective function made by

disregarding the transient phase before reaching stationarity in this second

interval is quantified and approximated. Furthermore, we analyze the

consequence of staffing the system according to its steady-state behavior and

propose a corrected staffing rule.

3 - Analysis of Cascading Failures

Fiona Sloothaak, PhD Student, Eindhoven University of

Technology, P.O. Box 513, 5600 MB, Eindhoven, Netherlands,

f.sloothaak@tue.nl

, Bert Zwart

Inspired by analyzing the reliability of energy networks, particularly the

occurrence of large blackouts, we consider a stylized model of cascading failures.

By using connections with extreme value theory and Brownian bridge

approximations, we establish that the number of failed nodes follow a power law.

Time permitting, we also discuss connections with similar models and questions

from material science.

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