社団法人 日本オペレーションズ・リサーチ学会
ENGLISH
入会申込み お問合わせ
HOME オペレーションズ・リサーチ学会とは 研究活動案内 OR事典Wiki 機関誌 論文誌 会員の方へ

日本オペレーションズ・リサーチ学会HP
アーカイブ集Top

英文論文誌 Journal of the Operations Research Society of Japan (1982)

Vol.60 Vol.59 Vol.58 Vol.57 Vol.56 Vol.55 Vol.54 Vol.53 Vol.52 Vol.51
Vol.50 Vol.49 Vol.48 Vol.47 Vol.46 Vol.45 Vol.44 Vol.43 Vol.42 Vol.41
Vol.40 Vol.39 Vol.38 Vol.37 Vol.36 Vol.35 Vol.34 Vol.33 Vol.32 Vol.31
Vol.30 Vol.29 Vol.28 Vol.27 Vol.26 Vol.25 Vol.24 Vol.23 Vol.22 Vol.21
Vol.20 Vol.19 Vol.18 Vol.17 Vol.16 Vol.15 Vol.14 Vol.13 Vol.12 Vol.11
Vol.10 Vol.9 Vol.8 Vol.7 Vol.6 Vol.5 Vol.4 Vol.3 Vol.2 Vol.1

No.1  No.2  No.3  No.4

Vol.25 No.1
An Optimal Inspection and Maintenance policy of a Deteriorating System
HISASHI MINE, HAJIME KAWAI(Kyoto University)
A Property of Two palm Measures in Queueing Networks and Its Applications
TAKESHI KAWASHIMA(Defense Academy)
One the Use of Decomposition Approaches in a Single Machine Scheduling Problem
JEYAVEERASINGAM GEORGE SHANTHIKUMAR(Syracuse University),JOHN ALAN BUZACOTT(University of Tronto)
An EPQ Model for Deteriorating Items Under LIFO Policy
HARK HWANG(Korea Advanced Institute of Science and Technology)
Information Exchange between Duopolistic Firms
AKIRA OKADA(Tokyo Institute of Technology)

Vol.25 No.2
Optimal Allocation of the Advertising Expenditures in Consideration of the Carry-Over Effect
YASUSHI KAWARA(Nippon Electronics Engineering College)
Maximum Likelihood Estimation of Parameters in Birth and Death Processes by Poisson Sampling
YUTAKA BABA(Tokyo Institute of Technology)
An Approximation Method Using Continuous Models for Queueing Problems II (Multi- Server Finite Queue)
TERUO SUNAGA, SHYAMAL KANTI BISWAS, NORITERU NISHIDA(Kyushu University)
A Time Sequential Game Related to the Sequential Stochastic Assignment Problem
TORU NAKAI(University of Osaka Prefecture)
Stability of the Critical Queueing Systems
TOSHINAO NAKATSUKA(Tokyo Metropolitan University)
A Simple Closed Form of the Long-Run Distribution of Stationary Inventory Position Processes in (R, r, T) Inventory Systems
CHANG SUP SUNG(Korea Advanced Institute of Science & Technology)
A Linear Regression Model with Fuzzy Function
HIDEO TANAKA(University of Osaka Prefecture),SATORU UEJIMA(Nippon Electric Co.),KIYOJI ASAI(University of Osaka Prefecture)
Optimal Search for an Object with a Random Lifetime
TERUHISA NAKAI(Osaka University)
An Efficient Algorithm for a Chance-Constrained Scheduling Problem
HIROSHI KISE, AKIRA SHIOMI, MINORU UNO, DA-SHENG CHAO(Kyoto Institute of Technology)

Vol.25 No.3
Monotone Optimal Control of Arrivals Distinguished by Reward and Service Time
SHOICHI NISHIMURA(University of Tsukuba)
On N-Job, 2-Machine Flow-Shop Scheduling Problem with Arbitrary Time Lags and Transportation Times of Jobs
PARKASH LAL MAGGU, MANOHAR LAL SINGHAL, NOOR MOHAMMAD(M. S. College),SRI KRISHAN YADAV(Govt. College)
Group Replacement Policy for a Maintained Coherent System
MAMORU OHASHI(Anan Technical College)
Optimal Maintenance Policy with Minimal Repair for Stochastically Failing System
KUNIAKI TATSUNO, FUMIO OHI, TOSHIO NISHIDA(Osaka University)
A Simulation Model Determining Market-and the Standard -Drug Prices in Japanese Medical Insurance System
HIROSHI YANAI(Keio University)
Expected Value of Sample Information in Facility Location
SHOGO SHIODE(Kyushu University),HIROAKI ISHII, TOSHIO NISHIDA(Osaka University)
The Power of Upper and Lower Bounding Functions in Branch-and-Bound Alogorithms
TOSHIHIDE IBARAKI(Kyoto University)

Vol.25 No.4
Bill of Materials Processor by Linear Programming
TOSHINORI WATANABE, YOUICHI SETO, KOJI SASAKI(Hitachi Ltd.)
Multi-Variate Stopping Problems with a Monotone Rule
MASAMI YASUDA, JUNICHI NAKAGAMI, MASAMI KURANO(Chiba University)
Semi-Markov Decision Processes with Incomplete State Observation — Discounted Cost Criterion—
KAZUYOSHI WAKUTA(Nagaoka Technical College)
ILA Stopping Rules for a Search with Uncertain Sensor Capability
KUNIAKI TATSUNO(Osaka University),TAKASI KISI(National Defense Academy)
Braess′ Paradox in a Two-Terminal Transportation Network
AZUMA TAGUCHI(Yamanashi University)
A Planning Horizon Theorem and Optimal Ordering Policies in the Case Where Demand Rate Varies Once Over a Finite Planning Holizon
ZENTARO NAKAMURA(Keio University),AKIRA NIWA(Seikei University),ICHIEI WATANABE(Keio University)