His study in Constrained Shortest Path First extends to Shortest path problem with its themes. His Constrained Shortest Path First study frequently draws connections between related disciplines such as K shortest path routing. K shortest path routing and Graph are frequently intertwined in his study. Graph and Discrete mathematics are commonly linked in his work. His research ties Shortest path problem and Discrete mathematics together. Erhan Erkut regularly ties together related areas like Programming language in his Path (computing) studies. Programming language is often connected to Path (computing) in his work. His research on Mathematical optimization often connects related topics like Maximization. His Maximization study typically links adjacent topics like Mathematical optimization.
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Analytical models for locating undesirable facilities
Erhan Erkut;Susan Neuman.
European Journal of Operational Research (1989)
Modeling of Transport Risk for Hazardous Materials
Erhan Erkut;Vedat Verter.
An Efficient Genetic Algorithm for the p -Median Problem
Osman Alp;Erhan Erkut;Zvi Drezner.
Annals of Operations Research (2003)
A tabu search heuristic and adaptive memory procedure for political districting
Burcin Bozkaya;Erhan Erkut;Gilbert Laporte.
The discrete p-dispersion problem
European Journal of Operational Research (1990)
Optimal ambulance location with random delays and travel times
Armann Ingolfsson;Susan Budge;Erhan Erkut.
Health Care Management Science (2008)
A multicriteria facility location model for municipal solid waste management in North Greece
Erhan Erkut;Avraam Karagiannidis;George Perkoulidis;Stevanus A. Tjandra.
European Journal of Operational Research (2008)
Solving the hazmat transport network design problem
Erhan Erkut;Fatma Gzara.
Computers & Operations Research (2008)
Catastrophe Avoidance Models for Hazardous Materials Route Planning
Erhan Erkut;Armann Ingolfsson.
Transportation Science (2000)
On finding dissimilar paths
Vedat Akgün;Erhan Erkut;Rajan Batta.
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