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Using the same approach as in [47], valid scheduling derived from the representation in Figure 16 can be described by the compact expression: (8Preproc)(4(64(InitPower. (2((SingleZCProc)(PowAcc))))PowAcc)).
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A mapping procedure is developed which maps every possible genome to a valid schedule.
If no valid schedule could be found, increase the II value by 1 and search for a feasible schedule again.
Next, starting from this MII value, search for a valid schedule respecting hardware and graph dependency constraints.
Our scheduling technique aims to find a valid schedule with II = MII and a minimum register requirement in a reasonable time.
Higher performance is achieved for lower II; increasing II will reduce the amount of used parallelism, however, this makes finding a valid schedule easier [32].
Once all operators have been colored and a valid pipeline schedule is generated, the total register width is estimated to evaluate the efficiency of the schedule.
Finally, a portable embedded software program is generated in the C programming language using the valid TMS schedules.
The constraints formulated in the previous section describe the rules that must be followed to generate a valid pipeline schedule.
Moreover, by combining the Constraint Satisfaction Approach with discrete-event simulations, it is possible to guarantee that only valid construction schedules will be generated (Beißert et al. 2007).
It should be noted that our program is designed to generate potentially all possible valid pipeline schedules for a given Tstage constraint, therefore results in a global optimum solution.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com