In this paper, we propose an algorithm that constructs n disjoint paths between an arbitrary pair of nodes in an n-dimensional twisted crossed cube. We also ...

ABSTRACT. The twisted crossed cube is a variant of the hypercube. It is promising as a topology of interconnection networks for massively parallel systems.

In this paper, we propose an algorithm that constructs n disjoint paths between an arbitrary pair of nodes in an n-dimensional twisted crossed cube. We also ...

We propose an algorithm to solve the node-to-node disjoint paths problem in n-Möbius cubes in polynomial-order time of n. We provide a proof of correctness of ...

Jun 6, 2024 · In this paper we propose an algorithm that constructs $p~(\le n)$ disjoint paths between any pair of node sets in $n$ -dimensional bijective ...

Therefore, we focus on the cross-cube and propose an algorithm that constructs disjoint paths from a node to a set of nodes. We give a proof of correctness of ...

Then there are n disjointed paths between any two nodes in the twisted n-cube, and the maximal length of the paths is H(x, y)+2. Page 2. L. Yuan: Node ...

This work proposes an algorithm to solve the node-to-node disjoint paths problem in n-Möbius cubes in polynomial-order time of n and estimates that the time ...

In this paper, we prove that there exist two node-disjoint paths P [ x , y ] and R [ u , v ] in BH n , and V ( P [ x , y ] ) ∪ V ( R [ u , v ] ) = V ( BH n ) , ...

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