We consider the problem P}&;| prec},cij&;{0,1}|κ of scheduling jobs with arbitrary processing times on sufficiently many parallel processors subject to series-parallel precedence constraints and 0/1-communication delays in order to minimize a regular performance measure κ. Such schedules without processor restrictions are used for generating approximate solutions for a restricted number of processors
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A well studied and difficult class of scheduling problems concerns parallel machines and precedence ...
AbstractWe investigate the problem of minimizing the makespan (resp. the sum of completion time) for...
AbstractWe investigate the problem of minimizing the makespan (resp. the sum of completion time) for...
International audienceWe consider the case of a UET tree and an unlimited number of processors. We g...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
International audienceWe consider the case of a UET tree and an unlimited number of processors. We g...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
AbstractWe study the problem of minimizing the makespan for the precedence multiprocessor constraine...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A well studied and difficult class of scheduling problems concerns parallel machines and precedence ...
AbstractWe investigate the problem of minimizing the makespan (resp. the sum of completion time) for...
AbstractWe investigate the problem of minimizing the makespan (resp. the sum of completion time) for...
International audienceWe consider the case of a UET tree and an unlimited number of processors. We g...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
International audienceWe consider the case of a UET tree and an unlimited number of processors. We g...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on an unrestricted number of processors subject to prec...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
AbstractWe study the problem of minimizing the makespan for the precedence multiprocessor constraine...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A set of unit-time tasks has to be processed on identical parallel processors subject to precedence ...
A well studied and difficult class of scheduling problems concerns parallel machines and precedence ...