![]() To achieve a cyclic shift of two positions, we need to move the input vector to. We can achieve this by setting the exchange modules as follows:īy setting the exchange modules in this way, the input vector will be cyclically shifted by three positions.Ĩ.2 To show that a cyclic shift of two positions is realizable, we need to find a setting of the exchange modules that will achieve this permutation. To achieve a cyclic shift of three positions, we need to move the input vector to. Let's label the processors as P0, P1, P2, P3, P4, P5, P6, P7. In the perfect shuffle network, each processor is connected to two exchange modules. 8.1 To show that a cyclic shift of three positions is realizable, we need to find a setting of the exchange modules that will achieve this permutation. ![]()
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