Table of Contents Table of Contents
Previous Page  485 / 561 Next Page
Information
Show Menu
Previous Page 485 / 561 Next Page
Page Background

INFORMS Nashville – 2016

485

2 - A Convex Optimization Model For The Combined Electricity And

Natural Gas Expansion Planning Problem Under Gas-price

Volatility Considerations

Conrado Borraz-Sánchez, Associate Postdoctoral Researcher,

Los Alamos National Laboratory, Los Alamos, NM, United States,

conradob@lanl.gov,

Russell Bent, Pascal Van Hentenryck,

Seth Blumsack, Hassan Lionel Hijazi

Recent trends towards installation of gas-fired power plants have increased the

economic growth and mutual dependency of electric power and natural gas

industries. These industries, however, have commercial, political and technical

constraints that often force them to plan, operate and manage in isolation. As a

result, adverse upshots may arise such as those experienced by both systems

during the winter of 2013/2014 in the US Northeast. Here, we present a joint gas-

grid elastic model to optimize required expansions to meet peak demand under

consideration of gas-price volatility caused by congested areas. We conduct

experiments on integrated test systems that include the New England area.

3 - Electricity Capacity Expansion And Cost Recovery With

Renewables

Ramteen Sioshansi, The Ohio State University, Integrated Systems

Engineering, 1971 Neil Avenue, Columbus, OH, 43210, United

States,

sioshansi.1@osu.edu

, Yixian Liu

High levels of renewables can suppress electricity prices, reduce revenue for all

generation resources, and lead to uneconomic retirements and failure to make

needed investments. To analyze this problem quantitatively, two models are

utilized: (1) a multi-stage stochastic model seeking an optimal investment plan

with consideration of uncertainties and operating constraints; (2) a unit

commitment model giving electricity and reserve prices based on the investments.

Policies such as emission restrictions and renewable subsidies are considered in

this analysis. The investment model is large in scale and solved effectively by the

progressive hedging algorithm.

WE05

101E-MCC

Wildland Fire Management II

Sponsored: Energy, Natural Res & the Environment II Forestry

Sponsored Session

Chair: Matthew Thompson, U.S. Forest Service, 800 E Beckwith,

Missoula, MT, 59801, United States,

mpthompson02@fs.fed.us

1 - Filling Requests For National Interagency Hotshot Crews

Erin Belval, Colorado State University, Fort Collins, CO, United

States,

mccowene@gmail.com,

David Calkin, Matthew Thompson,

Yu Wei

Interagency Hotshot Crews are groups of 18 to 20 highly trained personnel used

in the United States for fighting wildland fires. Dispatching criteria for these crews

include minimizing travel distance and time, not taking crews away from areas

with high levels of predicted near-term fire activity and balancing workloads

across crews. We employ a simulation-optimization routine to examine the effects

of these factors on dispatching decisions during a fire season. We compare our

solutions with historical decisions using data from the Resource Ordering and

Status System.

2 - Advancements In Spatial Fire Planning

Matthew Thompson, U.S. Forest Service, 800 E Beckwith,

Missoula, MT, 59801, United States,

mpthompson02@fs.fed.us,

Yu

Wei, Christopher Dunn, Christopher O’Connor, Greg Dillon, David

Calkin

Pre-fire assessment and planning can support incident management decision

making by dampening time pressures, reducing uncertainties, expanding options,

and clarifying risk-benefit tradeoffs that unfold over different time horizons. This

presentation will highlight the role of simulation and optimization in spatial fire

planning on federal lands in the western US, with an emphasis on factors relating

to cost, responder exposure, probability of success, and consequences.

3 - A Stochastic Optimization Model To Account For Climate Change

In Forest Planning

Jordi Garcia-Gonzalo, Centre Tecnològic Forestal de Catalunya

(CTFC)., Solsona, Spain,

j.garcia@ctfc.es,

Andres Weintraub,

Cristóbal Pais

We consider a short/medium term multi-objective forest planning problem

considering harvesting decisions in the presence of uncertainty due to climate

change which impacts in the forest production. We introduce a multistage

Stochastic model considering multiple climate change scenarios and including the

corresponding non-anticipativity constraints. This enables the planner to make

more robust decisions than using a single average scenario.

4 - Learning Optimal Mobility And Demand Pressure from Fire

Resource Ordering Data

Alex Taylor Masarie, CSU and U.S. Forest Service, Fort Collins, CO,

80523, United States,

alex.masarie@gmail.com

, Yu Wei, Matthew

Thompson, Michael Bevers, Iuliana Oprea, Erin Belval, David

Calkin

An inverse partial differential equation model is used to evaluate how fire

suppression resource allocation patterns vary with environmental and managerial

factors. This presentation will convey the physical basis for the applied math

technique demonstrating a finite difference approach to the spatial dynamics of

allocation. A calibration case study will relate features of continuous optimization

to operational research methodologies and present preliminary results.

WE06

102A-MCC

Optimization in Data Mining 2

Sponsored: Data Mining

Sponsored Session

Chair: Taghi Khaniyev, University of Waterloo, 200 University Ave.,

CPH 3669, Waterloo, ON, N2L 3G1, Canada,

thanalio@uwaterloo.ca

1 - A Linear Separation Based MILP Model For Multi-class Data

Classification Problem

Fatih Rahim, Koç University, Rumelifeneri Yolu, Sarıyer, stanbul,

34450, Turkey,

frahim@ku.edu.tr,

Metin Turkay

We address the multi-class data classification problem by a mixed integer linear

programming model (MILP). We split each class’s data set into subsets such that

the subsets of different classes are separable by a hyperplane. The hyperplanes

that separate a subset form a polyhedral region and the regions of different classes

are disjoint. A MILP model is used to find the optimal separation by minimizing

the total number of regions and misclassified data points. A preprocessing step is

proposed to decompose or simplify the problem considering pairwise separation

of classes. We evaluated two approaches for the testing phase, based on the

convex hulls of subsets and the regions defined by the hyperplanes.

2 - Robust Multicategory Support Vector Machines Using Difference

Convex Algorithm

Minh Pham, Postdoc Associate, University of Virginia, 1555

Montessori Ter, Charlottesville, VA, 22911, United States,

ptuanminh@gmail.com

The Support Vector Machine (SVM) is one of the most popular classification

methods in the machinelearning literature. In this paper, we focus on

classification in the angle-based framework,which is free of the explicit sum-to-

zero constraint, hence more efficient, and propose two robust MSVM methods

using truncated hinge loss functions. We show that our new classifiers can enjoy

Fisher consistency, and simultaneously alleviate the impact of outliers to achieve

more stable classification performance. To implement our proposed classifiers, we

employ the difference convex algorithm (DCA) for efficient computation.

3 - Scaling For Training Set Selection In Classification

Walter Dean Bennette, Air Force Research Lab, 7280 Lake View

Dr, Ava, NY, 13303, United States,

wdbennette@gmail.com

To allow for faster and better predictions from instance based classifiers such as k-

Nearest Neighbors, Training Set Selection techniques can be used to intelligently

select the classifier’s training dataset. However, Training Set Selection techniques

are limited in the size of datasets to which they can be practically applied. In this

work scaling approaches are introduced that improve the execution time of

Training Set Selection techniques. Results show that scaling methods maintain

data reduction rates and achieve acceptable levels of accuracy for experimental

datasets.

4 - Structure Detection In Mixed Integer Programs

Taghi Khaniyev, PhD Student, University of Waterloo, 200

University Ave., CPH 3669, Waterloo, ON, N2L 3G1, Canada,

thanalio@uwaterloo.ca,

Samir Elhedhli, Safa F. Erenay

Bordered block diagonal structure in constraint matrices of integer programs lends

itself to Dantzig-Wolfe decomposition. We introduce a new measure of goodness

to capture desired features in such structures. We then use it to propose a new

approach to identify the best structure inherent in the constraint matrix. The

main building block of the proposed approach is the use of community detection

which alleviates one major drawback of the existing approaches in the literature:

predefining the number of blocks. When compared against the state-of-the-art

techniques, the proposed algorithm is found to identify very good structures,

require shorter CPU time, and lead to comparable dual bounds.

WE06