Table of Contents Table of Contents
Previous Page  399 / 561 Next Page
Information
Show Menu
Previous Page 399 / 561 Next Page
Page Background

INFORMS Nashville – 2016

399

2 - Solving The Split Delivery Vehicle Routing Problem With

A Priori Split

Xingyin Wang, University of Maryland, College Park, MD, 20742,

United States,

wang_xingyin@yahoo.com

, Ping Chen,

Bruce L Golden, Edward Andrew Wasil

In the split delivery vehicle routing problem (SDVRP), a customer’s demand is

allowed to be delivered by more than one vehicle. From a practitioner’s point of

view, the state-of-the-art heuristics are often difficult to implement and usually

take long computing times. We propose an efficient and easily implemented

approach to solve the SDVRP using an a priori split strategy combined with a

capacitated VRP solver. Our computational experiments show that our algorithm

is overall much more efficient and produces results that are comparable to those

from the state-of-the-art approaches.

3 - A Computation - Implementation Parallelization Approach For

Computation - Time Limited Vehicle Routing Problem With Soft

Time Windows

Bahar Cavdar, Middle East Technical Univeristy, Universiteler

Mahallesi, Dumlupinar Bulvari No: 1, Ankara, 06800, Turkey,

bcavdar@metu.edu.tr,

Joel Sokol

Focusing on real-time and time-sensitive routing problems with soft time

windows, we develop a new tabu search algorithm which uses a preprocessing

step to eliminate unpromising moves and avoids exact computation of time

window violations to speed up the computation. We also implement our

algorithm using a Computation-Implementation Parallelization approach and

show that almost all computation-time can be embedded into the implementation

of the solution without hurting the solution quality.

WB12

104B-MCC

Polyhedral Methods in Combinatorial Optimization

Sponsored: Optimization, Integer and Discrete Optimization

Sponsored Session

Chair: Carla Michini, University of Wisconsin, 330 North Orchard

Street, Madison, WI, 53715, United States,

michini@wisc.edu

1 - 2-level Polytopes: Recent Results And Open Problems

Yuri Faenza, Columbia University, New York, NY, United States,

yuri.faenza@gmail.com

2-level polytopes are a generalization of stable set polytopes of perfect graphs.

They naturally appear in several areas of mathematics, including polyhedral

combinatorics, combinatorial optimization, and statistics. Those polytopes have

received quite some attention in the last years because of their connections with

the theory of extended formulations and the prominent log rank conjecture in

communication complexity. Still, many questions about their structure have not

been answered yet. In this talk, I will survey known results and present open

problems and promising research directions.

2 - Approximation Algorithm For Structured Packing IPs

Qianyi Wang, Georgia Institute of Technology,

qianyi.wang@gatech.edu,

Santanu Subhas Dey, Marco Molinaro

In this talk, we present an approximation algorithm for sparse structured packing

IPs. In order to apply this algorithm, we first solve a series of sub-IPs derived from

the original instance. Next, we construct a feasible solution according to the

sparsity structure of the constraint matrix. The performance guarantee of this

algorithm is a graph-theoretical parameter that depends on the sparsity structure

only.

3 - Totally Unimodular Congestion Games

Carla Michini, University of Wisconsin, Madison, WI, United

States,

michini@wisc.edu

, Alberto Del Pia, Michael C Ferris

We define Totally Unimodular (TU) Congestion Games, where the players’

strategies are binary vectors inside polyhedra with TU constraint matrices. In the

symmetric case, we design strongly polynomial-time algorithms to (i) find a pure

Nash equilibrium, and (ii) compute a socially optimal state, if the delay functions

are weakly convex. We also show how to extend our technique to matroid

congestion games. In the asymmetric case, we prove that for some combinatorial

TU congestion games (i) it is PLS-complete to find a pure Nash equilibrium even

in case of linear delay functions, and (ii) it is NP-hard to compute a socially

optimal state, even in case of weakly convex delay functions.

4 - Learning To Dynamically Select Primal Heuristics In

MIP Branch-and-bound

Elias B Khalil, Georgia Institute of Technology, Atlanta, GA, 30332,

United States,

lyes@gatech.edu,

Bistra Dilkina, George L

Nemhauser, Shabbir Ahmed

A variety of primal heuristics have been proposed in the MIP literature, with

varying computational cost and effectiveness in finding good feasible solutions. At

each node of a branch-and-bound search tree, the MIP solver must select some

heuristics and run them, with the goal of finding a better feasible solution. We

formalize this decision-making problem, and propose a theoretical framework for

analyzing algorithms that solve it. Towards creating better decision-making

policies for primal heuristics, we show how Machine Learning can be leveraged to

predict whether a primal heuristic will find an incumbent at a given node.

Promising experimental results on MIPLIB with SCIP will be presented.

WB13

104C-MCC

Advances in Integer Programming Software

Sponsored: Optimization, Computational Optimization and Software

Sponsored Session

Chair: Imre Polik, Optimization Solver Developer, SAS, SAS, Cary, NC,

27513, United States,

Imre.Polik@sas.com

1 - A New Deterministic Parallel Framework For Mixed

Integer Programs

Michael Perregaard, FICO,

MichaelPerregaard@fico.com

We present a new framework for solving MIPs in parallel on modern CPUs with

large core counts. It has been designed from the ground up to be deterministic,

scalable and asymmetric. We provide computational results demonstrating its

performance and scalability within the latest FICO Xpress-Optimizer release.

2 - The SAS MILP Solver: Current Status And Future Developments

Philipp M. Christophel, SAS Institute Inc., Mainz, Germany,

philipp.christophel@sas.com

We give an overview of the current status of the SAS mixed integer linear

programming (MILP) solver that is part of the SAS/OR product. The focus will be

on describing recent development efforts such as presolver techniques and cutting

plane generators.

3 - Performance Improvements And New Features In The

Gurobi Optimizer

Zonghao Gu, Gurobi Optimization,

gu@gurobi.com

This talk will cover the latest developments in the Gurobi Optimizer, which

include conflict analysis, new cutting planes and improved separation, new and

improved heuristics. These developments enhance the performance of our new

Gurobi 7.0 release. The release also includes several major new features and we

will give an overview of these features.

4 - Recent Advances In Ibm Ilog Cplex Optimizer

Andrea Tramontani, IBM Italy, Via Martin Luther King, 38/2,

Bologna, 40132, Italy,

andrea.tramontani@it.ibm.com

This talk will cover the latest developments in the CPLEX Optimizer. We will

present some of the new features and algorithmic techniques recently added to

CPLEX, and we will give benchmark results to assess the performance

improvements achieved in the latest CPLEX version.

WB15

104E-MCC

Detection of Structure and Anomalous Patterns in

Data

Sponsored: Artificial Intelligence

Sponsored Session

Chair: David Sungjun Choi, Carnegie Mellon University,

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

davidch@andrew.cmu.edu

1 - Efficient Discovery Of Heterogeneous Treatment Effects In

Randomized Experiments Via Anomalous Pattern Detection

Edward McFowland, Assistant Professor, University of Minnesota,

Minneapolis, MN, United States,

emcfowla@umn.edu

,

Satya Venkata Somanchi, Daniel B Neill

There is a growing literature on the use of machine learning to estimate

heterogeneous treatment effects across subpopulations in randomized

experiments. However, each proposed method makes a set of restrictive

assumptions about the intervention’s effects, the underlying data generating

processes, and which subpopulation-level effects to explicitly estimate. Moreover,

the majority of the literature provides no guidance on identifying the most

significantly affected subpopulations. Therefore, we propose a new method for

automatically identifying the subpopulation which experiences the largest

distributional change as a result of the intervention, while making minimal

assumptions.

WB15