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INFORMS Nashville – 2016

182

Acceleration Of A Communication Efficient Distributed Dual

Block Descent Algorithm

Chenxin Ma, Lehigh University, 200 West Packer Avenue,

Bethlehem, PA, 08801, United States,

chm514@lehigh.edu

Distributed optimization algorithms for very large-scale machine learning suffer

from communication bottlenecks. Confronting this issue, a communication-

efficient primal-dual coordinate ascent framework (CoCoA) and its improved

variant CoCoA+ have been proposed, achieving a convergence rate of O(1/t) for

solving empirical risk minimization problems with Lipschitz losses. In this paper,

we propose an accelerated variant of CoCoA+ and show that it has a rate of

O(1/t2) in terms of reducing dual suboptimality. Our analysis is also notable in

that our convergence rate bounds involve constants that, except in extreme cases,

are significantly reduced.

Primal-dual Interior-point Methods With Domain-driven Barriers

Mehdi Karimi, PhD Student, University of Waterloo, 200

University Avenue West, Department of Combinatorics and

Optimization, University of Waterloo, Waterloo, ON, N2L 3G1,

Canada,

m7karimi@uwaterloo.ca

, Levent Tuncel

While primal-dual algorithms have yielded efficient solvers for convex

optimization problems in conic form over symmetric cones, many other highly

demanded convex optimization problems lack comparable solvers. To close this

gap, we develop infeasible-start primal-dual interior-point algorithms for convex

optimization problems in “domain-driven” formulation, which we show covers

many interesting optimization problems including the conic ones. After

presenting our techniques, we introduce our Matlab-based code that solves a

large class of problems including LP, SOCP, SDP, QCQP, Geometric programming,

and Entropy programming among others, and mention some numerical

challenges.

Upward Reward Perturbation For Reinforcement Learning

Zhengyuan Zhou, Stanford University, 160 Comstock Circle, Unit

106002, Stanford, CA, 94305, United States,

zyzhou@stanford.edu

,

Ling Zhu, Benjamin Van Roy, Nicholas Bambos

Late Cancellation

Applying Case Queries To Network Clusters: Identifying The

Intussusception Signal In Rotashield Adverse Event Reports

Matthew Foster, ORISE Fellow, FDA, 10903 New Hampshire Ave,

Silver Spring, MD, 20993, United States,

matthew.foster@fda.hhs.gov

We constructed a network of Medical Dictionary for Regulatory Activities

(MedDRA) Preferred Terms (PTs) from RotaShield adverse event reports and

calculated the eigenvector, betweenness, and closeness centrality metrics. We

used these metrics to cluster PTs and assessed the sensitivity of clusters using an

intussusception (IS) case definition and a variety of Standardized MedDRA

Queries. Clustering using eigenvector vs closeness centrality was superior to other

combinations, although all identified the IS signal before the July 1999 CDC

recommendation for discontinuation. The early detection of this safety signal

supports the potential use of our methodology for safety surveillance.

Neighborhood-based Reductions And Cuts For Signed Graphs

Christopher Muir, University of Tennessee - Knoxville,

2044 Wilkerson Road, Knoxville, TN, 37922, United States,

cmuir1@vols.utk.edu

This research is concerned with improving solve times for instances of the

Balanced Subgraph problem. We discuss various data reduction techniques based

on the neighborhoods of vertices and on cut vertices. Additionally, we show that

certain structures often present in signed graphs can be exploited to allow for

faster solve times. Computational test results are also presented for previously

explored problems, including the toll-like problem from the MIPLIB 2010

instance library.

Monday, 1:30PM - 3:00PM

MC01

101A-MCC

Image and Shape Data Analysis

Sponsored: Data Mining

Sponsored Session

Chair: Chiwoo Park, Florida State University, 2525 Pottsdamer Street,

Tallahassee, FL, 32310-6046, United States,

cpark5@fsu.edu

Co-Chair: Kamran Paynabar, Assistant Professor, Georgia Institute of

Technology, 755 Ferst Drive, NW, Atlanta, GA, 30332, United States,

kamran.paynabar@isye.gatech.edu

1 - State Space Model For Time-varying Density Estimation

Yanjun Qian, Texas A&M University, College Station, TX, 77840,

United States,

qianyanjun09@gmail.com,

Yu Ding, Jianhua Huang

In both scientific and industrial fields, estimating the time-varying density can

provide an important tool for the monitoring or research purpose. In our work,

we propose a new method for the time-varying density estimation based on the

state space model. Our method can learn the system parameters off-line, and

provides an on-line density curve updating from the observed histogram data. By

adding a spatial penalty term, we can guarantee the smoothness of the estimated

curves and prevent the over-fitting. At last, we show the application of our

method on the study of the nanocrystal growth process.

2 - Dynamic Network Modeling Of In-situ Image Profiles For

Statistical Process Control – Applications In Ultraprecision

Machining And Biomanufacturing Process

Chen Kan, Pennsylvania State University, PSU, University Park,

PA, 16802, United States,

CJK5654@psu.edu,

Hui Yang

Modern industries are investing in advanced imaging technology to increase

information visibility, cope with system complexity, and improve the quality and

integrity of system operations. Realizing the full potential of advanced imaging

technology for process monitoring and control hinges on the development of new

SPC methodologies. This paper presents a novel dynamic network methodology

for monitoring and control of high-dimensional imaging streams.

3 - Structured Point Cloud Data Modeling Via Regularized Tensor

Decomposition And Regression

Hao Yan, Georgia Institute of Technology,

yanhao@gatech.edu

,

Massimo Pacella, Kamran Paynabar

Due to the easy accessibility of the 3D metrology tools such as Coordinate

Measuring Machine or scanning tools, structured point cloud data is becoming

more and more popular. Therefore, modeling the structured point cloud is an

important task in many application domains. We model the structure point cloud

as tensor and propose regularized tucker decomposition and regularized tensor

regression to detect the variation patterns in the data and link these patterns to

the process variables. Furthermore, the performance of the proposed method is

evaluated through simulation and a real case study in the point cloud data in the

turning process.

4 - Statistical Analysis Of Preferential Orientations Of Two Shapes In

Their Aggregate

Ali Esmaieeli, Florida State University, Tallahassee, FL, 32304,

United States,

ae13e@my.fsu.edu,

Chiwoo Park, David Welch,

Roland Faller, Taylor Woehl, James Evans, Nigel Browning

Nanoscientists believe that adjacent nanoparticles aggregate with each other in

specific preferential directions. This phenomenon is known as oriented

attachment and can be studied by direct observations using dynamic electron

microscopy. These studies relied on manual and qualitative analysis up to now;

therefore, in this research we are proposing a statistical approach to study the

oriented attachment believing that certain geometries have specific preferential

orientation when they aggregate. We use multiple aggregation examples collected

from dynamic microscope data in order to examine the performance of our

approach.

MC01