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2. A Linear Programming Approach to the Cutting Stock Problem-Part II
3. COMMENTS ON A PAPER BY M. L. WOLFSON: 'SELECTING THE BEST LENGTHS TO STOCK'
4. CHANCE CONSTRAINED PROGRAMMING WITH JOINT CONSTRAINTS.
5. ASSEMBLY-LINE BALANCING--DYNAMIC PROGRAMMING WITH PRECEDENCE CONSTRAINTS.
6. IMPROVED COMBINATORIAL PROGRAMMING ALGORITHMS FOR A CLASS OF ALL-ZERO-ONE INTEGER PROGRAMMING PROBLEMS.
7. A GRAPH-THEORETIC APPROACH TO A CLASS OF INTEGER-PROGRAMMING PROBLEMS.
8. A Column Generation Algorithm for a Ship Scheduling Problem.
9. SOME EMPIRICAL TESTS OF THE CRISS-CROSS METHOD.
10. EXTREME POINT MATHEMATICAL PROGRAMMING.
11. ADDENDUM TO STANKARD AND GUPTA'S NOTE ON LOT SIZE SCHEDULING.
12. DUALITY IN DISCRETE PROGRAMMING: II. THE QUADRATIC CASE.
13. A BACKLOGGING MODEL AND MULTI-ECHELON MODEL OF A DYNAMIC ECONOMIC LOT SIZE PRODUCTION SYSTEM--A NETWORK APPROACH.
14. ON SOME PROPERTIES OF PROGRAMMING PROBLEMS IN PARAMETRIC FORM PERTAINING TO FRACTIONAL PROGRAMMING.
15. A DYNAMIC PROGRAMMING ALGORITHM FOR EMBEDDED MARKOV CHAINS WHEN THE PLANNING HORIZON IS AT INFINITY.
16. A LINEAR PROGRAMMING APPROACH TO THE CHEMICAL EQUILIBRIUM PROBLEM.
17. NOTES ON THE THEORY OF DYNAMIC PROGRAMMING-- TRANSPORTATION MODELS.
18. ON A DYNAMIC PROGRAMMING APPROACH TO THE CATERER PROBLEM--I.
19. MULTI-ECHELON PRODUCTION SCHEDULING WHEN DEMAND IS STOCHASTIC.
20. An Algorithm for Globally-Optimal Nonlinear-Cost Multidimensional Flows in Networks and Some Special Applications.
21. Linear Programming with a Fractional Objective Function.
22. AN ALGORITHM TO SOLVE FINITE SEPARABLE SINGLE-CONSTRAINED OPTIMIZATION PROBLEMS.
23. A MODEL FOR ALLOCATING INTERCEPTORS FROM OVERLAPPING BATTERIES: A METHOD OF DYNAMIC PROGRAMMING.
24. MULTIPARTITE OPTIMIZATION.
25. GROUP THEORETIC ALGORITHMS FOR THE INTEGER PROGRAMMING PROBLEM II: EXTENSION TO A GENERAL ALGORITHM.
26. A Stochastic Multiperiod Multimode Transportation Model.
27. AN INVERSE-BASIS METHOD FOR BEALE'S QUADRATIC PROGRAMMING ALGORITHM.
28. A BRANCH-AND-BOUND ALGORITHM FOR MULTI-LEVEL FIXED-CHARGE PROBLEMS.
29. CONVERGENCE CONDITIONS FOR NONLINEAR PROGRAMMING ALGORITHMS.
30. SCHEDULING INDEPENDENT TASKS ON PARALLEL PROCESSORS.
31. Further Evidence for the Analysis of Algorithms for the Zero-One Programming Problem.
32. Rationalizing Discrete Programs.
33. DYNAMIC PROGRAMMING ALGORITHMS FOR THE INTEGER PROGRAMMING PROBLEM-I: THE INTEGER PROGRAMMING PROBLEM VIEWED AS A KNAPSACK TYPE PROBLEM.
34. DISCRETE PROGRAMMING BY THE FILTER METHOD.
35. SOLUTION OF THE LORIE-SAVAGE AND SIMILAR INTEGER PROGRAMMING PROBLEMS BY THE GENERALIZED LAGRANGE MULTIPLIER METHOD.
36. COMPUTATIONAL EXPERIENCE WITH A 'BALASIAN' INTEGER PROGRAMMING ALGORITHM.
37. ONE-PASS ALGORITHMS FOR SOME GENERALIZED NETWORK PROBLEMS.
38. Scheduling a Fixed-Schedule, Common Carrier Passenger Transportation System.
39. ECONOMIC LOT SIZE DETERMINATION IN MULTI-STAGE ASSEMBLY SYSTEMS.
40. APPLICATION OF COMBINATIONAL PROGRAMMING TO A CLASS OF ALL-ZERO-ONE INTEGER PROGRAMMING PROBLEMS.
41. A FURTHER NOTE ON ONE-DIMENSIONAL SPACE ALLOCATION.
42. Common Phrases and Minimum-Space Text Storage.
43. Surrogate Mathematical Programming
44. Markovian Decision Processes with Uncertain Transition Probabilities
45. Optimization of Series-Parallel-Series Networks
46. A Dynamic Programming Algorithm for Cluster Analysis
47. Discounted Markov Programming in a Periodic Process
48. Markov-Renewal Programming. II: Infinite Return Models, Example
49. Dynamic Programming and Systems of Uncertain Duration
50. Dynamic Programming, Pattern Recognition and Location of Faults in Complex Systems
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