This volume examines two important classes that are characteristic of combinatorial optimization problems: sequencing and scheduling (in which a set of objects has to be ordered subject to a number of conditions), and packing and partitioning (in which a set of objects has to be split into subsets in order to meet a certain objective). These classes of problems encompass a wide range of practical applications, from production planning and flexible manufacturing to computer scheduling and VLSI design.
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This volume examines two important classes that are characteristic of combinatorial optimization problems: sequencing and scheduling (in which a set of objects has to be ordered subject to a number of conditions), and packing and partitioning (in which a set of objects has to be split into subsets in order to meet a certain objective). These classes of problems encompass a wide range of practical applications, from production planning and flexible manufacturing to computer scheduling and VLSI design.
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