Name
Affiliation
Papers
LAURA A. MCLAY
Department of Statistical Sciences & Operations Research, Virginia Commonwealth University, Richmond, VA 23284, USA
22
Collaborators
Citations 
PageRank 
23
192
15.16
Referers 
Referees 
References 
339
280
248
Search Limit
100339
Title
Citations
PageRank
Year
A Maximum Expected Covering Problem for District Design20.362017
A maximum expected covering problem for locating and dispatching two classes of military medical evacuation air assets.30.442015
Reducing disparities in large-scale emergency medical service systems60.432015
Improving emergency service in rural areas: a bi-objective covering location model for EMS systems.160.892014
Recommendations For Dispatching Emergency Vehicles Under Multitiered Response Via Simulation50.432014
Priority dispatching strategies for EMS systems.80.602014
The minimum p-envy location problem with requirement on minimum survival rate60.442014
A Dispatching Model for Server-to-Customer Systems That Balances Efficiency and Equity.80.522013
Joint location and dispatching decisions for Emergency Medical Services321.012013
An integrated model for screening cargo containers.50.552013
Multilevel, threshold-based policies for cargo container security screening systems.80.602012
Hanover County Improves Its Response to Emergency Medical 911 Patients10.352012
Interdicting nuclear material on cargo containers using knapsack problem models60.572011
Risk-Based Policies for Airport Security Checkpoint Screening181.152010
Is Screening Cargo Containers for Smuggled Nuclear Threats Worthwhile?180.832010
Designing Aviation Security Passenger Screening Systems Using Nonlinear Control70.772009
Integer knapsack problems with set-up weights50.882007
A Sequential Stochastic Security System Design Problem for Aviation Security171.552007
Algorithms for the bounded set-up knapsack problem60.542007
Optimal search strategies using simultaneous generalized hill climbing algorithms60.692006
Efficient Genetic Algorithms using Discretization Scheduling40.512005
Simultaneous generalized hill climbing algorithms for addressing sets of discrete optimization problems51.062005