Smoothing Start-Up and Shut-Down Costs: Concave Case

Matthew J. Sobel

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Supply Chain and Inventory Management Management and Optimization Techniques Scheduling and Optimization Algorithms

Abstract

We consider nonstationary deterministic production smoothing problems with coats for starting and halting production. Inventory holding costs and production costs are assumed to be concave. The algorithms developed for optimal policies exploit known features of the economic lot size problem.

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2004Dynamic Version of the Economic Lot Size Model 1966A Deterministic Multi-Period Production Scheduling Model with Backlogging 1969Optimal Average-Cost Policy for a Queue with Start-Up and Shut-Down Costs 1960A postscript to “Dynamic problems in the theory of the firm”1971Production Smoothing with Stochastic Demand II: Infinite Horizon Case 1966Production Smoothing of Economic Lot Sizes with Non-Decreasing Requirements

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2006Multi-Period Integrated Inventory and Distribution Planning with Dynamic Distribution Center Assignment

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