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Author ID: love.robert-f Recent zbMATH articles by "Love, Robert F."
Published as: Love, Robert F.; Love, R. F.; Love, Robert
Documents Indexed: 58 Publications since 1966, including 2 Books
Co-Authors: 13 Co-Authors with 49 Joint Publications
294 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

53 Publications have been cited 704 times in 450 Documents Cited by Year
Facilities location: Models and methods. Zbl 0685.90036
Love, Robert F.; Morris, James G.; Wesolowsky, George O.
225
1988
Mathematical models of road travel distances. Zbl 0419.90053
Love, Robert F.; Morris, James G.
42
1979
Modelling inter-city road distances by mathematical functions. Zbl 0231.90059
Love, R. F.; Morris, J. G.
39
1972
On solving a one-dimensional space allocation problem with integer programming. Zbl 0329.68038
Love, Robert F.; Wong, Jsun Y.
32
1976
Global convergence of a generalized iterative procedure for the minisum location problem with \(l_ p\) distances. Zbl 0795.90037
Brimberg, Jack; Love, Robert F.
30
1993
Properties and solution methods for large location-allocation problems. Zbl 0478.90017
Love, Robert F.; Juel, Henrik
20
1982
Location of facilities with rectangular distances among point and area destinatios. Zbl 0216.54202
Wesolowsky, G. O.; Love, R. F.
20
1971
The optimal location of new facilities using rectangular distances. Zbl 0216.54102
Wesolowsky, G. O.; Love, R. F.
18
1971
A computation procedure for the exact solution of location-allocation problems with rectangular distances. Zbl 0338.90057
Love, Robert F.; Morris, James G.
17
1975
A nonlinear approximation method for solving a generalized rectangular distance Weber problem. Zbl 0238.90059
Wesolowsky, G. O.; Love, R. F.
17
1972
One-dimensional facility location-allocation using dynamic programming. Zbl 0318.90054
Love, Robert F.
13
1976
An empirical comparison of block and round norms for modelling actual distances. Zbl 0926.90056
Love, Robert F.; Walker, John H.
12
1994
Local convergence in a generalized Fermat-Weber problem. Zbl 0787.90040
Brimberg, J.; Love, R. F.
12
1992
Hull properties in location problems. Zbl 0502.90020
Juel, Henrik; Love, Robert F.
12
1983
Locating facilities in three-dimensional space by convex programming. Zbl 0194.20805
Love, R. F.
12
1969
Fixed point optimality criteria for the location problem with arbitrary norms. Zbl 0463.90035
Juel, Henrik; Love, Robert F.
12
1981
A new distance function for modeling travel distances in a transportation network. Zbl 0766.90054
Brimberg, Jack; Love, Robert F.
11
1992
Solving constrained multi-facility location problems involving \(l_p\) distances using convex programming. Zbl 0311.90043
Love, Robert F.; Morris, James G.
10
1975
Solving quadratic assignment problems with rectangular distances and integer programming. Zbl 0377.90091
Love, Robert F.; Wong, Jsun Y.
10
1976
The dual of a hyperbolic approximation to the generalized constrained multi-facility location problem with \(l_p\) distances. Zbl 0311.90062
Love, Robert F.
9
1974
General considerations on the use of the weighted \(l_ p\) norm as an empirical distance measure. Zbl 0800.90632
Brimberg, J.; Love, R. F.
9
1993
Estimating travel distances by the weighted \(\ell_ p\) norm. Zbl 0717.90041
Brimberg, Jack; Love, Robert F.
9
1991
The convergence of the Weiszfeld algorithm. Zbl 0978.90066
Üster, H.; Love, R. F.
8
2000
An efficient computational procedure for solving the multi-facility rectilinear facilities location problem. Zbl 0339.90058
Juel, H.; Love, R. F.
7
1976
The weighted one-two norm distance model: Empirical validation and confidence interval estimation. Zbl 0919.90033
Brimberg, Jack; Dowling, Paul D.; Love, Robert F.
7
1994
A (Q,R) inventory model with lost sales and Erlang-distributed lead times. Zbl 0595.90012
Buchanan, David J.; Love, Robert F.
7
1985
Geometric approaches to solving the traveling salesman problem. Zbl 0373.90074
Norback, John P.; Love, Robert F.
7
1977
Sufficient conditions for optimal facility locations to coincide. Zbl 0738.90047
Juel, Henrik; Love, Robert F.
6
1980
Bounding methods for facilities location algorithms. Zbl 0614.90052
Dowling, Paul D.; Love, Robert F.
6
1986
Properties of ordinary and weighted sums of order \(p\) used for distance estimation. Zbl 0835.90039
Brimberg, J.; Love, R. F.
5
1995
A generalized bounding method for multifacility location models. Zbl 0675.90024
Love, Robert F.; Dowling, Paul D.
5
1989
A new bounding method for single facility location models. Zbl 0707.90069
Love, Robert F.; Dowling, Paul D.
5
1989
Confidence intervals for \(l_{k,p,\theta}\) distances. Zbl 0826.90048
Love, Robert F.; Walker, John H.; Tiku, Moti L.
4
1995
The dual of a generalized minimax location problem. Zbl 0783.90060
Juel, Henrik; Love, Robert F.
4
1992
Duality in constrained location problems. Zbl 0643.90021
Juel, Henrik; Love, Robert F.
4
1987
Solving a class of two-dimensional uncapacitated location-allocation problems by dynamic programming. Zbl 0979.90120
Brimberg, Jack; Love, Robert F.
4
1998
A location problem with economies of scale. Zbl 0891.90103
Brimberg, Jack; Love, Robert F.
3
1994
Formulation of confidence intervals for estimated actual distances. Zbl 1025.62050
Üster, Halit; Love, Robert F.
3
2003
Directional bias of the \(l_ p\)-norm. Zbl 0779.90057
Brimberg, Jack; Love, Robert F.
3
1993
Local convexity results in a generalized Fermat-Weber problem. Zbl 0937.90079
Brimberg, J.; Love, R. F.
3
1999
Heuristic for the Hamiltonian path problem in euclidean two space. Zbl 0398.90101
Norback, J. P.; Love, R. F.
3
1979
Extension of the Weiszfeld procedure to a single facility minisum location model with mixed \(\ell_{p}\) norms. Zbl 1183.49025
Brimberg, Jack; Love, Robert; Mladenović, Nenad
3
2009
On the directional bias of the \(\ell_{bp}\)-norm. Zbl 0994.90008
Üster, Halit; Love, Robert F.
2
2001
On convexity proofs in location theory. Zbl 0395.90086
Love, Robert F.; Morris, James G.
2
1978
A statistical comparison of three goodness-of-fit criteria used in modelling distances. Zbl 1036.62116
Love, Robert F.; Üster, Halit
2
2001
Floor layouts using a multifacility location model. Zbl 0711.90046
Dowling, Paul D.; Love, R. F.
2
1990
Location/allocation of queuing facilities in continuous space using minisum and minimax criteria. Zbl 1030.90046
Brimberg, Jack; Love, Robert F.; Mehrez, Abraham
1
2002
A localization property for facility-location problems with arbitrary norms. Zbl 0637.90034
Juel, Henrik; Love, Robert
1
1988
A note on the properties of the queueing system \(M/E_ k/1\). Zbl 0164.48003
Love, R. F.
1
1968
A two-station stochastic inventory model with exact methods of computing optimal policies. Zbl 0149.38202
Love, R. F.
1
1967
Duality in constrained multi-facility location models. Zbl 0993.90065
Üster, Halit; Love, Robert F.
1
2002
The location of single facilities in three-dimensional space by non- linear programming. Zbl 0158.18804
Love, R. F.
1
1967
Steady-state solution of the queuing system \(E_{W}/M/s\) with batch service. Zbl 0186.24704
Love, R. F.
1
1970
Extension of the Weiszfeld procedure to a single facility minisum location model with mixed \(\ell_{p}\) norms. Zbl 1183.49025
Brimberg, Jack; Love, Robert; Mladenović, Nenad
3
2009
Formulation of confidence intervals for estimated actual distances. Zbl 1025.62050
Üster, Halit; Love, Robert F.
3
2003
Location/allocation of queuing facilities in continuous space using minisum and minimax criteria. Zbl 1030.90046
Brimberg, Jack; Love, Robert F.; Mehrez, Abraham
1
2002
Duality in constrained multi-facility location models. Zbl 0993.90065
Üster, Halit; Love, Robert F.
1
2002
On the directional bias of the \(\ell_{bp}\)-norm. Zbl 0994.90008
Üster, Halit; Love, Robert F.
2
2001
A statistical comparison of three goodness-of-fit criteria used in modelling distances. Zbl 1036.62116
Love, Robert F.; Üster, Halit
2
2001
The convergence of the Weiszfeld algorithm. Zbl 0978.90066
Üster, H.; Love, R. F.
8
2000
Local convexity results in a generalized Fermat-Weber problem. Zbl 0937.90079
Brimberg, J.; Love, R. F.
3
1999
Solving a class of two-dimensional uncapacitated location-allocation problems by dynamic programming. Zbl 0979.90120
Brimberg, Jack; Love, Robert F.
4
1998
Properties of ordinary and weighted sums of order \(p\) used for distance estimation. Zbl 0835.90039
Brimberg, J.; Love, R. F.
5
1995
Confidence intervals for \(l_{k,p,\theta}\) distances. Zbl 0826.90048
Love, Robert F.; Walker, John H.; Tiku, Moti L.
4
1995
An empirical comparison of block and round norms for modelling actual distances. Zbl 0926.90056
Love, Robert F.; Walker, John H.
12
1994
The weighted one-two norm distance model: Empirical validation and confidence interval estimation. Zbl 0919.90033
Brimberg, Jack; Dowling, Paul D.; Love, Robert F.
7
1994
A location problem with economies of scale. Zbl 0891.90103
Brimberg, Jack; Love, Robert F.
3
1994
Global convergence of a generalized iterative procedure for the minisum location problem with \(l_ p\) distances. Zbl 0795.90037
Brimberg, Jack; Love, Robert F.
30
1993
General considerations on the use of the weighted \(l_ p\) norm as an empirical distance measure. Zbl 0800.90632
Brimberg, J.; Love, R. F.
9
1993
Directional bias of the \(l_ p\)-norm. Zbl 0779.90057
Brimberg, Jack; Love, Robert F.
3
1993
Local convergence in a generalized Fermat-Weber problem. Zbl 0787.90040
Brimberg, J.; Love, R. F.
12
1992
A new distance function for modeling travel distances in a transportation network. Zbl 0766.90054
Brimberg, Jack; Love, Robert F.
11
1992
The dual of a generalized minimax location problem. Zbl 0783.90060
Juel, Henrik; Love, Robert F.
4
1992
Estimating travel distances by the weighted \(\ell_ p\) norm. Zbl 0717.90041
Brimberg, Jack; Love, Robert F.
9
1991
Floor layouts using a multifacility location model. Zbl 0711.90046
Dowling, Paul D.; Love, R. F.
2
1990
A generalized bounding method for multifacility location models. Zbl 0675.90024
Love, Robert F.; Dowling, Paul D.
5
1989
A new bounding method for single facility location models. Zbl 0707.90069
Love, Robert F.; Dowling, Paul D.
5
1989
Facilities location: Models and methods. Zbl 0685.90036
Love, Robert F.; Morris, James G.; Wesolowsky, George O.
225
1988
A localization property for facility-location problems with arbitrary norms. Zbl 0637.90034
Juel, Henrik; Love, Robert
1
1988
Duality in constrained location problems. Zbl 0643.90021
Juel, Henrik; Love, Robert F.
4
1987
Bounding methods for facilities location algorithms. Zbl 0614.90052
Dowling, Paul D.; Love, Robert F.
6
1986
A (Q,R) inventory model with lost sales and Erlang-distributed lead times. Zbl 0595.90012
Buchanan, David J.; Love, Robert F.
7
1985
Hull properties in location problems. Zbl 0502.90020
Juel, Henrik; Love, Robert F.
12
1983
Properties and solution methods for large location-allocation problems. Zbl 0478.90017
Love, Robert F.; Juel, Henrik
20
1982
Fixed point optimality criteria for the location problem with arbitrary norms. Zbl 0463.90035
Juel, Henrik; Love, Robert F.
12
1981
Sufficient conditions for optimal facility locations to coincide. Zbl 0738.90047
Juel, Henrik; Love, Robert F.
6
1980
Mathematical models of road travel distances. Zbl 0419.90053
Love, Robert F.; Morris, James G.
42
1979
Heuristic for the Hamiltonian path problem in euclidean two space. Zbl 0398.90101
Norback, J. P.; Love, R. F.
3
1979
On convexity proofs in location theory. Zbl 0395.90086
Love, Robert F.; Morris, James G.
2
1978
Geometric approaches to solving the traveling salesman problem. Zbl 0373.90074
Norback, John P.; Love, Robert F.
7
1977
On solving a one-dimensional space allocation problem with integer programming. Zbl 0329.68038
Love, Robert F.; Wong, Jsun Y.
32
1976
One-dimensional facility location-allocation using dynamic programming. Zbl 0318.90054
Love, Robert F.
13
1976
Solving quadratic assignment problems with rectangular distances and integer programming. Zbl 0377.90091
Love, Robert F.; Wong, Jsun Y.
10
1976
An efficient computational procedure for solving the multi-facility rectilinear facilities location problem. Zbl 0339.90058
Juel, H.; Love, R. F.
7
1976
A computation procedure for the exact solution of location-allocation problems with rectangular distances. Zbl 0338.90057
Love, Robert F.; Morris, James G.
17
1975
Solving constrained multi-facility location problems involving \(l_p\) distances using convex programming. Zbl 0311.90043
Love, Robert F.; Morris, James G.
10
1975
The dual of a hyperbolic approximation to the generalized constrained multi-facility location problem with \(l_p\) distances. Zbl 0311.90062
Love, Robert F.
9
1974
Modelling inter-city road distances by mathematical functions. Zbl 0231.90059
Love, R. F.; Morris, J. G.
39
1972
A nonlinear approximation method for solving a generalized rectangular distance Weber problem. Zbl 0238.90059
Wesolowsky, G. O.; Love, R. F.
17
1972
Location of facilities with rectangular distances among point and area destinatios. Zbl 0216.54202
Wesolowsky, G. O.; Love, R. F.
20
1971
The optimal location of new facilities using rectangular distances. Zbl 0216.54102
Wesolowsky, G. O.; Love, R. F.
18
1971
Steady-state solution of the queuing system \(E_{W}/M/s\) with batch service. Zbl 0186.24704
Love, R. F.
1
1970
Locating facilities in three-dimensional space by convex programming. Zbl 0194.20805
Love, R. F.
12
1969
A note on the properties of the queueing system \(M/E_ k/1\). Zbl 0164.48003
Love, R. F.
1
1968
A two-station stochastic inventory model with exact methods of computing optimal policies. Zbl 0149.38202
Love, R. F.
1
1967
The location of single facilities in three-dimensional space by non- linear programming. Zbl 0158.18804
Love, R. F.
1
1967
all top 5

Cited by 616 Authors

43 Drezner, Zvi
28 Brimberg, Jack
15 Love, Robert F.
14 Wesolowsky, George Orest
11 Jiang, Jianlin
10 Drezner, Tammy
10 Plastria, Frank
10 Schöbel, Anita
9 Puerto Albandoz, Justo
9 Rodriguez-Chia, Antonio M.
8 Laporte, Gilbert
8 Mladenović, Nenad
7 Ben-Israel, Adi
7 Michelot, Christian
7 Salhi, Said
6 Amaral, André R. S.
6 Carrizosa, Emilio
6 Eiselt, Horst A.
6 Kalczynski, Pawel Jan
6 Nickel, Stefan
6 Üster, Halit
6 Wanka, Gert
6 Zhang, Su
5 Church, Richard L.
5 Fernandez Hernandez, Jose
5 Hamacher, Horst W.
5 Pelegrín, Blas
4 Akyüz, M. Hakan
4 Alizadeh, Behrooz
4 Aras, Necati
4 Chepoi, Victor D.
4 Farahani, Reza Zanjirani
4 Iyigun, Cem
4 Juel, Henrik
4 Lv, Yibing
4 Melachrinoudis, Emanuel
4 Mesa, Juan-Antonio
4 Nagi, Rakesh
4 Ogryczak, Włodzimierz
4 Öncan, Temel
3 Anjos, Miguel F.
3 Asgari, Nasrin
3 Batta, Rajan
3 Bénéteau, Laurine
3 Berman, Oded
3 Blanco, Víctor
3 Canbolat, Mustafa S.
3 Chalopin, Jérémie
3 Datta, Dilip
3 Durier, Roland
3 Ernst, Andreas T.
3 Espejo, Inmaculada
3 Fliege, Jörg
3 Francis, Richard L.
3 Franco, C. Valero
3 Ghosh, Diptesh
3 Gokbayrak, Kagan
3 Gu, Yan
3 Heragu, Sunderesh S.
3 Klamroth, Kathrin
3 Körner, Mark-Christoph
3 Kothari, Ravi
3 Krishnamoorthy, Mohan
3 Lefebvre, Odile
3 Levin, Yuri
3 Ling, Liyun
3 Maculan Filho, Nelson
3 Mallozzi, Lina
3 Mokhtar, Hamid
3 Muñoz-Márquez, Manuel
3 Nobakhtian, Soghra
3 Pan, Shaohua
3 Raeisi Dehkordi, Ahmadreza
3 Ruiz, Rubén
3 Scott, Carlton H.
3 Vaxès, Yann
3 Velasco Morente, Francisco
3 Wilfer, Oleg
3 Xue, Guoliang
2 Averbakh, Igor
2 Ballou, Ronald H.
2 Baroughi, Fahimeh
2 Bischoff, Martin
2 Burkard, Rainer E.
2 Byrne, Thomas H.
2 Calamai, Paul H.
2 Cánovas, Lázaro
2 Carling, Kenneth
2 Charalambous, Christakis
2 Chen, Reuven
2 Cheng, Kun
2 Conde, Eduardo
2 Current, John R.
2 Daduna, Hans
2 Dax, Achiya
2 Díaz-Báñez, Jose Miguel
2 Domschke, Wolfgang
2 Du, Donglei
2 Durmaz, Engin
2 Eshghi, Kourosh
...and 516 more Authors
all top 5

Cited in 81 Serials

116 European Journal of Operational Research
62 Computers & Operations Research
34 Annals of Operations Research
12 Discrete Applied Mathematics
12 Top
11 Operations Research Letters
10 Mathematical Programming. Series A. Series B
9 Journal of Optimization Theory and Applications
9 Computational Optimization and Applications
9 Optimization Letters
8 Journal of Global Optimization
7 Naval Research Logistics Quarterly
6 Computers & Mathematics with Applications
6 Naval Research Logistics
6 Optimization
6 Mathematical Methods of Operations Research
5 Applied Mathematics and Computation
4 Journal of Mathematical Analysis and Applications
4 Applied Mathematical Modelling
4 International Transactions in Operational Research
4 Networks and Spatial Economics
4 Journal of Industrial and Management Optimization
4 INFOR: Information Systems and Operational Research
3 International Journal of Systems Science
3 Mathematical Programming
3 Opsearch
2 Fuzzy Sets and Systems
2 INFOR
2 Journal of Computational and Applied Mathematics
2 Networks
2 Numerical Functional Analysis and Optimization
2 Theoretical Computer Science
2 OR Spektrum
2 International Journal of Production Research
2 Acta Mathematicae Applicatae Sinica. English Series
2 Algorithmica
2 Computational Geometry
2 Numerical Algorithms
2 YUJOR. Yugoslav Journal of Operations Research
2 Journal of Combinatorial Optimization
2 Probability in the Engineering and Informational Sciences
2 OR Spectrum
2 4OR
2 Discrete Optimization
2 Advances in Operations Research
1 Discrete Mathematics
1 Information Processing Letters
1 Zhurnal Vychislitel’noĭ Matematiki i Matematicheskoĭ Fiziki
1 Acta Mathematica Vietnamica
1 Information Sciences
1 Journal of Computer and System Sciences
1 Journal of Mathematical Psychology
1 Journal of Soviet Mathematics
1 Results in Mathematics
1 Cybernetics
1 Zeitschrift für Analysis und ihre Anwendungen
1 Mathematical Social Sciences
1 Journal of Classification
1 Applied Numerical Mathematics
1 Asia-Pacific Journal of Operational Research
1 Applied Mathematics Letters
1 Mathematical and Computer Modelling
1 Queueing Systems
1 Journal of Intelligent & Robotic Systems
1 Communications in Statistics. Theory and Methods
1 Linear Algebra and its Applications
1 Zeitschrift für Operations Research. Serie B: Praxis
1 Computational Statistics and Data Analysis
1 Test
1 International Journal of Computer Vision
1 Opuscula Mathematica
1 Mathematical Problems in Engineering
1 Abstract and Applied Analysis
1 CEJOR. Central European Journal of Operations Research
1 RAIRO. Operations Research
1 Forma
1 Stochastic Models
1 Mathematical Programming Computation
1 Diskretnyĭ Analiz i Issledovanie Operatsiĭ
1 EURO Journal on Computational Optimization
1 Minimax Theory and its Applications

Citations by Year