The folded hypercube (FHC) has been shown to be an attractive hypercube-based network with high performance. Owing to its rich interconnections, the FHC can simulate the functions of some other SIMD networks efficiently. In the paper, the simulation of the PM2I (Plus Minus 2I and also known as the barrel shifter) by the FHC is addressed. A model for SIMD machines is adopted to devise some simple simulation algorithms. The simulation algorithms are optimal and easy to implement. Using the suggested algorithms, the FHC can be efficiently used in applications requiring the PM2I topology or PM2I-based networks such as the data manipulator. In addition, it is shown that the FHC can simulate the PM2I in half the time of the n-cube. The tradeoffs involved in using the FHC or the n-cube for simulation is also discussed.
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