A link to the library files for some of them.
- Brian Borchers,
Improved branch and bound algorithms for integer programming,
Mathematical Sciences, 1992.
First and current employer:
Mathematics Department,
New Mexico Tech.
- Zhaoyang Cheng,
A least squares approach to interior point methods with an
application to geometric programming,
Mathematical Sciences, 1993.
First employer: a financial company on Wall Street.
Current employer: General Digital.
- Srini Ramaswamy,
Cutting plane algorithms for linear and convex programming,
DSES, 1995.
First employer: United Airlines.
Current employer: J.P. Morgan.
- Bob Rush,
Decision-constrained stochastic programming for asset-liability
management, DSES, 1998.
First employer: Lattice Financial.
Current employer: Declaration
Management and Research LLC.
- Steve Braun,
Solving a quadratic programming problem subject to orthogonality
constraints
(thesis available),
Mathematical Sciences,
December 2001.
First employer:
Warren and Selbert.
Current employer:
Thomas Jefferson School.
- Kartik
Krishnan,
Linear
Programming Approaches to Semidefinite Programming Problems
(thesis available),
Mathematical Sciences, July 2002.
First employer:
Rice University.
Current employer:
North Carolina State University.
- Luc Basescu,
An analytic center
cutting plane method in conic programming,
Mathematical Sciences, August 2003.
First employer:
St Joseph College.
Current employer:
Campbell and Company.
-
Xiaoyun Ji,
Graph
Partition Problems with Minimum Size Constraints
(thesis available),
Mathematical Sciences, December 2004.
First employer:
RPI.
Current employer:
Philips Lumiled.
-
Kris Farwell,
Gomory
cutting plane algorithm using exact arithmetic
(thesis available),
Mathematical Sciences, May 2006.
First and current employer:
Siena College.
-
Jinye Zhao,
Recent
Applications of Nash Equilibria,
coadvised with
Jong-Shi
Pang,
Mathematical Sciences, December 2007.
First and current employer:
ISO New England.
-
Chaoxiong Wang,
Power
control for multiuser communication systems and computation of generalized
Nash equilibria,
coadvised with
Jong-Shi
Pang,
Mathematical Sciences, May 2008.
Current employer: PIMCO.
-
Jing Hu,
On linear
programs with linear complementarity constraints
(pdf),
coadvised with
Jong-Shi
Pang,
Mathematical Sciences, August 2009.
First employer:
AutoZone.
Current employer:
Market Analytics.
-
Daryn Ramsden,
Optimization
approaches to sensor placement problems
(pdf),
Mathematical Sciences, December 2009.
Current employer: Royal Bank of Scotland.
-
Bin Yu,
A Branch and Cut
Approach to Linear Programs with Linear Complementarity Constraints,
Decision Sciences and Engineering Systems, August 2011.
Current employer: BNSF.
-
Erik Hammel,
Using
reinforcement learning to improve network durability,
Mathematical Sciences, May 2013.
Current employer: RankMiner, Inc.
-
Lijie Bai,
On
convex quadratic programs with complementarity constraints
,
Mathematical Sciences, August 2013.
Current employer: Mathworks, Inc.
-
Tim Lee,
Approximations and improvements to semidefinite relaxations of
optimization problems
,
Mathematical Sciences, August 2013.
First employer: Kisters North America.
-
Amy Givler Chapman,
A stochastic conditional value-at-risk approach to disaster relief planning
,
Mathematical Sciences, May 2015.
First employer: Virginia Military Institute.
-
Emily Heath,
Optimization approaches to problems in network mitigation and restoration
,
Mathematical Sciences, August 2016.
First employer: The MITRE Corporation.
-
Xin Shen,
Complementarity formulation for problems with sparsity objective
,
Mathematical Sciences, August 2016.
First employer: Monsanto.
-
Dan Lu,
Robust models for after disaster delivery schedules
,
Mathematical Sciences, December 2017.
First employer: City of Bellingham.