2020
DOI: 10.1109/access.2020.3042445
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A Topology-Based Spectrum Assignment Solution for Static Elastic Optical Networks With Ring Topologies

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Cited by 7 publications
(5 citation statements)
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“…There are several important things to consider when designing elastic optical networks, particularly the adequacy of the spectrum in each path that aims to get enough services for the entire network in the user's so-called spectrum assignment [30]. The spectrum's adequacy is directly proportional to the size or size of the topology to be used [30]. In 2020, Jara et.al., used the Spectrum Assignment rules to solve problems in the ring topology (Concentric Ring).…”
Section: F Route Distance Calculation Based On K-spmentioning
confidence: 99%
See 1 more Smart Citation
“…There are several important things to consider when designing elastic optical networks, particularly the adequacy of the spectrum in each path that aims to get enough services for the entire network in the user's so-called spectrum assignment [30]. The spectrum's adequacy is directly proportional to the size or size of the topology to be used [30]. In 2020, Jara et.al., used the Spectrum Assignment rules to solve problems in the ring topology (Concentric Ring).…”
Section: F Route Distance Calculation Based On K-spmentioning
confidence: 99%
“…In 2020, Jara et.al., used the Spectrum Assignment rules to solve problems in the ring topology (Concentric Ring). Spectrum allocation can be equipped with alternative routing fix routing [30], to calculate source and destination paths based on conus topology or can be seen in the formula (7) as follow [31]:…”
Section: F Route Distance Calculation Based On K-spmentioning
confidence: 99%
“…However, the extensive number of variables makes these models have NP-C computational complexity [14]. Therefore, optimization models present scalability difficulties for real-size topologies [10]- [12]. For instance, in [13], the authors proposed a pure ILP model for ring network topologies computed until eight nodes.…”
Section: Relevant Workmentioning
confidence: 99%
“…In the meantime, network topology is also an application of graph theory in which communication devices are described as nodes, and connections between them are modelled as links or lines connecting the nodes [1]. Currently, network topology research mainly lies in unstructured network topologies, which include bus [2], mesh [3] [4], star [5], ring [6], and tree [7] networks. In contrast to the prevalent network topologies, some researchers have identified less typically employed topologies that provide distinct advantages in the establishment of network architectures.…”
Section: Introductionmentioning
confidence: 99%