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INFORMS Nashville – 2016

458

2 - Detecting Node Propensity Changes In Dynamic Degree-

corrected Stochastic Block Model

Lisha Yu, City University of Hong Kong, Hong Kong,

lishayu2-c@my.cityu.edu.hk,

Kwok-Leung Tsui

Many real-world data can be represented as dynamic networks which are the

evolutionary networks with timestamps. Studying the evolution of node

propensity over time is significant to exploring and analyzing networks. In this

paper, we propose a multivariate surveillance plan to monitor node propensity in

dynamic social networks based on the degree-corrected stochastic block model

(DCSBM). Experiments on simulated and real social network streams

demonstrate that our surveillance strategies can efficiently detect different types

of node propensity change in dynamic DCSBM with different kinds of community

structure.

WD08

103A-MCC

Dynamic Prog/Control

Contributed Session

Chair: Xiaodong Luo, Sabre Holdings Inc, 3150 Sabre Drive,

Southlake, TX, 76092, United States,

Xiaodong.Luo@sabre.com

1 - Adoptive Vehicle Cruise Control Using Real Time Data And A

Dynamic Programming Model: A Web Based Application

Mohammad Ali Alamdar Yazdi, PhD Student, Auburn University,

354 W Glenn Ave, Auburn, AL, 36830, United States,

mza0052@auburn.edu

, Fadel Mounir Megahed

Recent investigations have included exploring the benefits of autonomous vehicle

systems in improving a vehicle’s miles per gallon (mpg) fuel-economy

performance. This talk examines a new direction where large amounts of online

data will be used to develop a fuel efficient cruise controller. More specifically, a

dynamic programming model is constructed to capitalize on existing fuel

consumption models and use real-time data collected from different Google APIs

to minimize fuel efficiency. The minimization is based on dynamically optimizing

the current speed and route based on forthcoming route conditions (traffic,

elevation, etc.).

2 - Modeling Quality Of Care In Hospice Operations

Leela Nageswaran, Tepper School of Business,

5000 Forbes Avenue, Pittsburgh, PA, 15213, United States,

lnageswa@andrew.cmu.edu,

Alan Scheller-Wolf, Aliza R Heching

We study a hospice manager’s problem of controlling quality of care in light of

recent regulatory changes mandating reporting of quality metrics. To explore the

potential effects of such reporting, we develop an analytical Markov Decision

Process model that incorporates how staffing - a primary determinant of quality -

affects the rate at which patients join the hospice (due to quality reputation

effects) and depart the hospice (due to quality of care effects). This in turn affects

the hospice’s revenues and costs. We solve our model to obtain properties and

insights related to the optimal quality control policy.

3 - Decision Facing Ambiguity MDP POMDP And Beyond

Mohammad Rasouli, University of Michigan, 430 South Fourth

Ave, Ann Arbor, MI, 48104, United States,

rasouli@umich.edu

While most of the decision making tools are developed for a Bayesian framework

where the decision maker knows full stochastic description of uncertainties in the

environment, decision facing ambiguity (model uncertainty and non-stochastic

uncertainty) is a better approach for modeling a lot of practical situations. We

discuss how decision making tools including MDP, POMDP, learning (e.g. Multi-

armed bandit) and team decision making can be extended for environments with

ambiguity. We discuss robustness and bounded rationality in this framework.

4 - Iterative Methods For Large Markov Decision Problems

Xiaodong Luo, Sabre Holdings Inc, 3150 Sabre Drive,

Southlake, TX, 76092, United States,

Xiaodong.Luo@sabre.com

We propose a new unified LP formulation for the Infinite Horizon Markov

Decision Problem (MDP), both with the total discounted reward criteria and the

long-run expected average reward criteria (assuming the gain is constant). We

embed a column generation scheme into a multiplier method to solve the new

formulation. Our algorithm can solve large randomly generated MDPs faster than

commercial solvers. It scales up linearly for MDPs with hundreds of millions of

nonzero. It uses much less memory than Barrier method, easy to warm start and

is highly parallelizable.

WD09

103B-MCC

Spatial Optimization and Conservation

Reserve Design

Sponsored: Energy, Natural Res & the Environment I

Environment & Sustainability

Sponsored Session

Chair: Bistra Dilkina, Georgia Institute of Technology, 266 Ferst Drive,

Klaus Bldg 1304, Atlanta, GA, 30332-0765, United States,

bdilkina@cc.gatech.edu

1 - Density Based Design: A Spatial Optimization Model For

Protecting The Fisher

Richard Church, University of California, Santa Barbara,

church@geog.ucsb.edu

We discuss the necessary elements of home range core areas in supporting female

fishers during the key natal-maternal season. We propose an integer linear

programming model that schedules harvests and spatially tracks and meets

needed habitat elements over time and present preliminary results for an

industrial forest in California.

2 - Optimizing Conservation Designs With Home Range And

Connectivity Criteria

Bistra Dilkina, Georgia Institute of Technology, Atlanta, GA,

United States,

bdilkina@cc.gatech.edu

We develop a wildlife reserve design approach that takes into account both the

number of individuals supported and the accessibility of the whole design to those

individuals. In particular, a spatial capture-recapture model based on ecological

resistance distance gives rise to three estimated quantities of interest (density,

potential connectivity and density-weighted connectivity) that can be used to

evaluate the ability of a reserve design to support individuals. We formulate a set

of optimization problems to examine the use of these three quantities for

selecting land parcels for conservation.

3 - Delaying Invasive Spread: Is Effective Control Possible Without

Effective Prediction?

Gwen Spencer, Smith College,

gwenspencer@gmail.com

Some (continuous) models of species spread yield impossibly-clean analytical

results. Productive mathematical exchange with ecologists must acknowledge and

attempt to capture disciplinary knowledge and critiques, even if this means

sacrificing analytical traction. We will discuss computational work motivated by

experimental and statistical papers in the invasive-species literature, making the

case for discrete methods that acknowledge landscape heterogeneity and

objectives that go beyond expected value.

4 - Avicaching: A Two Stage Game For Bias Reduction In

Citizen Science

Yexiang Xue, Cornell University,

yexiang@cs.cornell.edu

The data collected in citizen science projects are often biased, more aligned with

the citizens’ preferences rather than scientific objectives. We introduce a novel

game for reducing the data bias in which the organizer, a citizen-science program,

incentivizes the agents, the citizen scientists, to visit under-sampled areas. We

provide a novel way to encode this two-stage game as a single optimization

problem, cleverly folding the agents’ problems into the organizer’s problem. We

apply our methodology to eBird, a well-established citizen science program, as a

game called Avicaching. Since its deployment, Avicaching has been very

successful, surpassing the expectations of the eBird organizers.

WD11

104A-MCC

Various Aspects of Second Order Cone Optimization

Sponsored: Optimization, Linear and Conic Optimization

Sponsored Session

Chair: Sertalp Bilal Cay, Lehigh University, 200 W Packer Ave,

Bethlehem, PA, 18015, United States,

sertalpbilal@gmail.com

1 - On Disjunctive Conic Cuts When They Exist When They Cut

Mohammad Shahabsafa, Lehigh University, 200 West Packer Ave,

Bethlehem, PA, Bethlehem, PA, 18015, United States,

mos313@lehigh.edu

, Tamas Terlaky

The development of Disjunctive Conic Cuts (DCCs) for MISOCO problems has

recently gained significant interest in the optimization community. Identification

of cases when DCCs do not exist, or are not useful, saves computational time. In

this study, we explore cases where either the DCC methodology does not derive a

DCC which is cutting off the feasible region, or a DCC does not exist. Additionally,

we work on extending the DCCs to other conic optimization problems such as

Mixed Integer p-order Cone Optimization and Mixed Integer Semidefinite

Optimization.

WD08