In this paper, the rearrangeability of (2s—1)-stage networks is proved. This result is used to prove that (2 logn N—1)-stage nonsymmetric networks employing ...
Multistage networks with the capability of performing all the N! permutations on N elements are known as rearrangeable networks. Much has been written.
In this paper, the rearrangeability of (2s-1)-stage networks is proved. This result is used to prove that (2 logn N-1)-stage nonsymmetric networks employing ...
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We prove that (2 log n N− 1) stages are sufficient for the rearrangeability of a multistage network with (n×n)-switches employing a uniform interconnection ...
We prove that (2 logn N−1) stages are sufficient for the rearrangeability of a multistage network with (n×n)-switches employing a uniform interconnection ...
In this paper, we study the rearrangeablity of multistage networks. Although the necessity of (2 lgN −1)1 stages for rearrangeability of a shuffle-exchange ...
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Apr 25, 2024 · Rza Bashirov : On the Rearrangeability of Multistage Networks Employing Uniform Connection Patterns. ADVIS ...
On the rearrangeability of multistage networks employing uniform connection pattern. R Bashirov. International Conference on Advances in Information Systems ...
We show how to verify whether a MIN is rearrangeable through the state space analysis of the associated CP-net and we measure the permutation capability of non- ...