• Tidak ada hasil yang ditemukan

Directory UMM :Data Elmu:jurnal:O:Operations Research Letters:Vol26.Issue5.2000:

N/A
N/A
Protected

Academic year: 2017

Membagikan "Directory UMM :Data Elmu:jurnal:O:Operations Research Letters:Vol26.Issue5.2000:"

Copied!
2
0
0

Teks penuh

(1)

Operations Research Letters 26 (2000) 247}248

Author Index to Volume 26

The issue number is given in front of the page numbers

AraHoz, J., Forward chaining is simple(x) (1) 23} 26

Barahona, F., On thek-cut problem (3) 99}105

Brown, G.G., R.F. Dell and M.P. Olson, Valid integer polytope (VIP) penalties for

branch-and-bound enumeration (3) 117}126

Cai, X.,seeZhang, G. (5) 217}222

Caron, R.J.,seeHolder, A.G. (2) 49} 54

Cheng, T.C.E. and G. Wang, An improved heuristic for two-machine#owshop

schedul-ing with an availability constraint (5) 223}229

Choi, G.,seeSherali, H.D. (1) 1} 8

Csenki, A., Asymptotics for renewal-reward processes with retrospective reward

struc-ture (5) 201}209

Dell, R.F.,seeBrown, G.G. (3) 117}126

Epstein, L. and J. Sgall, A lower bound for on-line scheduling on uniformly related

machines (1) 17} 22

Ghiani, G. and G. Improta, An algorithm for the hierarchical Chinese postman problem (1) 27} 32 GuKntzer, M.M. and D. Jungnickel, Approximate minimization algorithms for the 0/1

Knapsack and Subset-Sum Problem (2) 55} 66

Goemans, M.X., J.M. Wein and D.P. Williamson, A 1.47-approximation algorithm for

a preemptive single-machine scheduling problem (4) 149}154

Grippo, L. and M. Sciandrone, On the convergence of the block nonlinear Gauss}Seidel

method under convex constraints (3) 127}136

He, Q.-M., Classi"cation of Markov processes of M/G/1 type with a tree structure and

its applications to queueing models (2) 67} 80

Holder, A.G. and R.J. Caron, Uniform bounds on the limiting and marginal derivatives

of the analytic center solution over a set of normalized weights (2) 49} 54 Hwang, F.K., S. Onn and U.G. Rothblum, Linear-shaped partition problems (4) 159}163

Improta, G.,seeGhiani, G. (1) 27} 32

Jungnickel, D.,seeGuKntzer, M.M. (2) 55} 66

Konana, P.,seeSanchez, S.M. (2) 81} 89

Koulamas, C. and G.J. Kyparisis, Scheduling on uniform parallel machines to minimize

maximum lateness (4) 175}179

Kyparisis, G.J.,seeKoulamas, C. (4) 175}179

Lawphongpanich, S., Simplicial with truncated Dantzig}Wolfe decomposition for

non-linear multicommodity network#ow problems with side constraints (1) 33} 41

Elsevier Science B.V.

(2)

Luebke, E. and J.S. Provan, On the structure and complexity of the 2-connected Steiner

network problem in the plane (3) 111}116

Luna, H.P.L. and P. Mahey, Bounds for global optimization of capacity expansion and

#ow assignment problems (5) 211}216

Mahey, P.,seeLuna, H.P.L. (5) 211}216

MuKller, A., On the waiting times in queues with dependency between interarrival and

service times (1) 43} 47

Olson, M.P.,seeBrown, G.G. (3) 117}126

Onn, S.,seeHwang, F.K. (4) 159}163

Perry, D. and M.J.M. Posner, A correlated M/G/1-type queue with randomized server

repair and maintenance modes (3) 137}147

Posner, M.J.M.,seePerry, D. (3) 137}147

Potts, C.N.,seeSidney, J.B. (4) 165}173

Provan, J.S.,seeLuebke, E. (3) 111}116

Rothblum, U.G.,seeHwang, F.K. (4) 159}163

Salama, Y., Optimal control of a simple manufacturing system with restarting costs (1) 9} 16 Sanchez, S.M. and P. Konana, E$cient data allocation for frequency domain

experi-ments (2) 81} 89

Sciandrone, M.,seeGrippo, L. (3) 127}136

Seila, A.F.,seeZheng, S. (5) 231}235

Sgall, J.,seeEpstein, L. (1) 17} 22

Sherali, H.D., G. Choi and C.H. Tuncbilek, A variable target value method for

nondif-ferentiable optimization (1) 1} 8

Sidney, J.B., C.N. Potts and C. Sriskandarajah, A heuristic for scheduling two-machine

no-wait#ow shops with anticipatory setups (4) 165}173

Sriskandarajah, C.,seeSidney, J.B. (4) 165}173

Strusevich, V.A., Group technology approach to the open shop scheduling problem with

batch setup times (4) 181}192

Sviridenko, M.I., Worst-case analysis of the greedy algorithm for a generalization of the

maximum p-facility location problem (4) 193}197

Teunter, R.H. and E.S. van der Poort, The maximum number of Hamiltonian cycles in

graphs with a"xed number of vertices and edges (2) 91} 98 Thorlund-Petersen, L., Comparison of probability measures: Dominance of the third

degree (5) 237}245

Tijms, H.C. and R. Veldman, A fast algorithm for the transient reward distribution in

continuous-time Markov chains (4) 155}158

Tuncbilek, C.H.,seeSherali, H.D. (1) 1} 8

Van der Poort, E.S.,seeTeunter, R.H. (2) 91} 98

Veldman, R.,seeTijms, H.C. (4) 155}158

Wang, G.,seeCheng, T.C.E. (5) 223}229

Wein, J.M.,seeGoemans, M.X. (4) 149}154

Williamson, D.P.,seeGoemans, M.X. (4) 149}154

Woeginger, G.J., A comment on scheduling on uniform machines under chain-type

precedence constraints (3) 107}109

Wong, C.K.,seeZhang, G. (5) 217}222

Zhang, G., X. Cai and C.K. Wong, Linear time-approximation algorithms for bin

packing (5) 217}222

Referensi

Dokumen terkait

In order to analyse the random behaviour of the entire system (robot, safety device, repair facility), we employ a stochastic process endowed with probability measures

In a recent paper, Chekuri and Bender (Proceedings of IPCO’98, pp. 383–393) derive (among other results) a polynomial-time 6-approximation algorithm for makespan minimization on