Donald W. Hearn
- Geometrical Solutions for Some Minimax Location Problems
1972/11/01 by Jack Elzinga, Donald W. Hearn · 347 citations
Business, Management and Accounting · Computer Science · Mathematics · #Facility Location and Emergency Management #Computational Geometry and Mesh Generation #Optimization and Variational Analysis #Minimax #Point (geometry) #Mathematical optimization #Euclidean distance #Plane (geometry) #Euclidean geometry #Mathematics #1-center problem #Finite set #Set (abstract data type) #Constant (computer programming) #Facility location problem #Applied mathematics #Computer science #Geometry #Mathematical analysis
- The Minimum Covering Sphere Problem
1972/09/01 by D. Jack Elzinga, Donald W. Hearn · 184 citations
Business, Management and Accounting · Computer Science · Mathematics · #Facility Location and Emergency Management #Computational Geometry and Mesh Generation #Advanced Optimization Algorithms Research #Simplex #Mathematics #Quadratic programming #Converse #Finite set #Duality (order theory) #Linear programming #Quadratic equation #Simplex algorithm #Mathematical optimization #Set (abstract data type) #Combinatorics #Computer science #Mathematical analysis #Geometry
- Efficient Algorithms for the (Weighted) Minimum Circle Problem
1982/08/01 by Donald W. Hearn, James Vijay · 116 citations
Business, Management and Accounting · Mathematics · #Facility Location and Emergency Management #Scheme (mathematics) #Algorithm #Computer science #Facility location problem #Mathematics #Mathematical optimization
- Minimax Multifacility Location with Euclidean Distances
1976/11/01 by Jack Elzinga, Donald W. Hearn, William Randolph · 66 citations
Business, Management and Accounting · Engineering · Mathematics · #Facility Location and Emergency Management #Advanced Manufacturing and Logistics Optimization #Smart Parking Systems Research #Minimax #Mathematical optimization #Differentiable function #Duality (order theory) #Euclidean geometry #Euclidean distance #Mathematics #Non-Euclidean geometry #Facility location problem #Computer science #Combinatorics #Geometry #Mathematical analysis