2015
DOI: 10.1504/ijguc.2015.070684
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BSN-mesh and its basic parallel algorithms

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Cited by 9 publications
(4 citation statements)
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“…To calculate the network cost of other networks, the diameter and degree of OTIS-mesh, 6 OTIS-torus, 7 OTIS-swapped network, 10 OTIS-biswapped network, 10 OTIS-hypercube, 8 and OTIS-hyper hexa-cell 11 were investigated. The OTIS-biswapped families-BSN-Mesh, 12 BSN-Torus, 13 BSN-MOT, 14 and BSN-hhc 15 -are omitted from Table 1, and only OTIS-biswapped network 10 is shown because biswapped families have similar measures. The network cost is shown by the notation O.…”
Section: Topological Properties Of Otis-psnmentioning
confidence: 99%
See 1 more Smart Citation
“…To calculate the network cost of other networks, the diameter and degree of OTIS-mesh, 6 OTIS-torus, 7 OTIS-swapped network, 10 OTIS-biswapped network, 10 OTIS-hypercube, 8 and OTIS-hyper hexa-cell 11 were investigated. The OTIS-biswapped families-BSN-Mesh, 12 BSN-Torus, 13 BSN-MOT, 14 and BSN-hhc 15 -are omitted from Table 1, and only OTIS-biswapped network 10 is shown because biswapped families have similar measures. The network cost is shown by the notation O.…”
Section: Topological Properties Of Otis-psnmentioning
confidence: 99%
“…OTISs have a fast message transfer speed and low power consumption. The OTISs reported so far include OTIS-ops, 5 OTIS-pops, 5 OTIS-stack graph, 5 OTIS-mesh, 6 OTIS-torus, 7 OTIS-hypercube, 8 OTIS-star graph, 9 OTIS-swapped network, 10 OTIShyper hexa-cell, 11 OTIS-biswapped network (BSN)-Mesh, 12 BSN-Torus, 13 BSN-MOT (mesh of tree), 14 and BSN-hyper hexa-cell (HHC). 15 In a graph, the number of edges connected to a certain node is called the degree of the node, and the number of edges existing on the shortest path between two different nodes is called the distance.…”
Section: Introductionmentioning
confidence: 99%
“…Wenjun Xiao [4] proposed a new class of 2-level symmetrical optoelectronic network named biswapped networks. Wei et al [5] reported biswapped network mesh and its basic parallel algorithms. Gupta and Sarkar [6] presented recursive and symmetrical biswapped network hyper hexa-cell.…”
Section: Related Workmentioning
confidence: 99%
“…The biswapped network hyper hexa-cell [6] is a recently reported variation of biswapped networks [4] especially for mapping numerical problems where frequent routing and broadcasting (among processors) is needed. The network claims some major advantages such as, smaller diameter; higher bisection width, higher minimum node-degree and lower network total and optical cost over its counterpart OTIS hyper hexa-cell [3] and traditional biswapped network mesh [5]. In this paper, we present parallel mapping of prefix sum problem of 2 × (6 × 2 ℎ −1 ) 2 data elements on a d h -dimensional biswapped network hyper hex-cell (G=2N) of 2 × (6 × 2 ℎ −1 ) 2 processors (assuming each processor contain single data element).…”
Section: Introductionmentioning
confidence: 99%