Christopher Garcia

Associate Professor of Business University of Mary Washington

  • Fredericksburg VA

Christopher Garcia is an expert in optimization, quantitative modeling and business analytics.

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University of Mary Washington

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Biography

Christopher Garcia is an Associate Professor in the College of Business at the University of Mary Washington.

Areas of Expertise

Applied Statistics
Data Mining
Predictive Analysis
Optimization
Experimental Design
Complex Planning Scheduling and Resource Allocation Problems
Development of Decision-Support Software & Tools
Supply Chain and Logistics Management

Accomplishments

Jepson Fellow

2014-2015

Conferred by the University of Mary Washington

Faculty Award in Engineering Management and System Engineering

2011

Awarded by Old Dominion University.

National Defense Industrial Association (NDIA) Scholar

2009

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Education

Old Dominion University

Ph.D.

Engineering Management

2010

Dissertation Title: Optimization Models and Algorithms for Spatial Scheduling

Florida Institute of Technology

M.S.

Operations Research

2008

Old Dominion University

B.S.

Computer Science and Mathematics

2001

Media Appearances

EDITORIAL: Region deserves more transportation dollars

The Free Lance-Star  online

2019-09-16

A recent analysis for the Fredericksburg Chamber of Commerce by Chris Garcia, associate professor of business at the University of Mary Washington, found that Smart Scale has been applying its written formula in a fair and consistent manner.

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EDITORIAL: Tweaking Smart Scale's metrics

The Free Lance-Star  online

2019-01-07

EDITORIAL: Tweaking Smart Scale's metrics (The Free Lance-Star)
Christopher Garcia and Mukesh Srivastava at the university’s Center for Business Research ran the numbers and independently verified that “there was no discrepancy between the calculated scores and scores assigned by the state, indicating that the Smart Scale methodology was consistently applied across all projects.”

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Chris Garcia Publishes Chapter in Heuristics, Meta-heuristics and Approximate Methods in Planning and Scheduling

Springer Science + Business  print

2016-03-07

Chris Garcia, assistant professor in the College of Business, co-authored a chapter with Ghaith Rabadi titled “Approximation Algorithms for Spatial Scheduling” in Rabadi, G. (ed) Heuristics, Meta-heuristics and Approximate Methods in Planning and Scheduling, Vol. 236 of the series International Series in Operations Research & Management Science, Springer Science + Business, New York. (The chapter is available online: http://link.springer.com/chapter/10.1007%2F978-3-319-26024-2_1)

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Articles

Resource-Constrained Scheduling with Hard Due Windows and Rejection Penalties

Engineering Optimization (2016)

ABSTRACT: This work studies a scheduling problem where each job must be either accepted and scheduled to complete within its specified due window, or rejected altogether. Each job has a certain processing time and contributes a certain profit if accepted or penalty cost if rejected. There is a set of renewable resources, and no resource limit can be exceeded at any time....jective is to maximize total profit. A mixed-integer programming formulation and three approximation algorithms are presented: a priority rule heuristic, an algorithm based on the metaheuristic for randomized priority search and an evolutionary algorithm....

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Winner Determination Algorithms for Combinatorial Auctions with Sub-cardinality Constraints

Computational Economics

2015

ABSTRACT: We examine the winner determination problem for combinatorial auctions with sub-cardinality constraints (WDP-SC). In this type of auction, bidders submit bids for packages of items of interest together with a specific number of items they want. All items in a package ...

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Exact and Approximate Methods for Parallel Multiple-Area Spatial Scheduling with Release Times

OR Spectrum (2013)

ABSTRACT: Spatial scheduling problems involve scheduling jobs that each require certain amounts of two-dimensional space within a processing area of limited width and length. Thus, this requires not only assigning time slots to each job but also locations and orientations within the limited physical processing space as well. Such problems, often encountered in shipbuilding and aircraft manufacturing, are generally difficult to solve, and there is a relatively small amount of literature addressing these problems compared to other types of scheduling. In this paper, we consider a particularly complex class of spatial scheduling problems that involve scheduling each job into one of several possible processing areas in parallel to minimize the total amount of tardy time. In addition, each job has a release time before which it may not be processed. We introduce two methods for solving this type of problem: an integer programming (IP) model and a heuristic algorithm. We perform computational tests and comparisons of each method over a large number of generated benchmark problems with varying characteristics, and also compare these to a more naïve heuristic. Solving the IP model was effective for small problems but required excessive amounts of time for larger ones. The heuristic was effective and produced solutions of comparable quality to the IP model for many problems while requiring very little computational time.

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